El Vector (vector de conceptualització sociotècnica)
Espai de pensament crític entorn de les cultures, societats i polítiques digitals.
Canvis a "Economia i Tecnologia III: cripto, ciber, comú, coop"
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En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres.
La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera?
Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual.
Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona.
Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica.
Estructura del encuentro:
Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados16:30h - 16:35h: Introducción al primer bloque del encuentro
16:35h - 16:55h: Ponencia Hernán Borisonik
16:55h - 17:15h: Ponencia Guillem Serrahima
17:15h - 17:35h: Debate entre ponentes y el Vector
17:35h - 18:00h: Debate abierto con el público
18:00h - 18:15: Pausa
Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres18:15h - 18:20h: Introducción al segundo bloque del encuentro.
18:20h - 18:40h: Ponencia Melissa Reneau.
18:40h - 19:00h: Ponencia Alba Hierro.
19:00h - 19: 20h: Debate entre ponentes y el Vector.
19:20h - 19:50h: Debate abierto con el público.
La sesión se hará en castellanoPodréis ver el Streaming aquí.
Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por Tecnopolítica (IN3/UOC) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el Canòdrom. Ateneo de Innovación Democrática y Digital.Diseño de la gráfica del Vector realizada por Raúl Goñi
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En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres.
La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera?
Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual.
Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona.
Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica.
Estructura del encuentro:
Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados16:30h - 16:35h: Introducción al primer bloque del encuentro
16:35h - 16:55h: Ponencia Hernán Borisonik
16:55h - 17:15h: Ponencia Guillem Serrahima
17:15h - 17:35h: Debate entre ponentes y el Vector
17:35h - 18:00h: Debate abierto con el público
18:00h - 18:15: Pausa
Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres18:15h - 18:20h: Introducción al segundo bloque del encuentro.
18:20h - 18:40h: Ponencia Melissa Reneau.
18:40h - 19:00h: Ponencia Alba Hierro.
19:00h - 19: 20h: Debate entre ponentes y el Vector.
19:20h - 19:50h: Debate abierto con el público.
La sesión se hará en castellanoPodréis ver el Streaming aquí.
Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por Tecnopolítica (IN3/UOC) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el Canòdrom. Ateneo de Innovación Democrática y Digital.Diseño de la gráfica del Vector realizada por Raúl Goñi
-<p><br></p><p>En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres. </p><p>La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera? </p><p><strong><br></strong>Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual. </p><p><strong><br></strong>Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona. </p><p><strong><br></strong>Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica. </p><p><strong><br>Estructura del encuentro: </strong></p><p><strong><br>Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados</strong></p><p>16:30h - 16:35h: Introducción al primer bloque del encuentro</p><p>16:35h - 16:55h: Ponencia <a href="https://scholar.google.es/citations?user=8kiiR7EAAAAJ&hl=es" target="_blank">Hernán Borisonik</a> </p><p>16:55h - 17:15h: Ponencia <a href="https://guillemserrahima.com/" target="_blank">Guillem Serrahima</a></p><p>17:15h - 17:35h: Debate entre ponentes y el Vector</p><p>17:35h - 18:00h: Debate abierto con el público</p><p><strong><br></strong>18:00h - 18:15: Pausa</p><p><strong><br>Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres</strong></p><p>18:15h - 18:20h: Introducción al segundo bloque del encuentro.</p><p>18:20h - 18:40h: Ponencia <a href="https://scholar.google.es/citations?user=u01Yz1cAAAAJ&hl=es" target="_blank">Melissa Reneau.</a></p><p>18:40h - 19:00h: Ponencia <a href=" https://twitter.com/hierro34" target="_blank">Alba Hierro.</a></p><p>19:00h - 19: 20h: Debate entre ponentes y el Vector.</p><p>19:20h - 19:50h: Debate abierto con el público.</p><p><strong><br>La sesión se hará en castellano</strong></p><p><strong>Podréis ver el Streaming aquí. </strong></p><p><strong><br></strong><em>Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Diseño de la gráfica del Vector realizada por </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em> </a></p>- +<p><img 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" alt=""></p><p>En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres. </p><p>La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera? </p><p><strong><br></strong>Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual. </p><p><strong><br></strong>Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona. </p><p><strong><br></strong>Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica. </p><p><strong><br>Estructura del encuentro: </strong></p><p><strong><br>Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados</strong></p><p>16:30h - 16:35h: Introducción al primer bloque del encuentro</p><p>16:35h - 16:55h: Ponencia <a href="https://scholar.google.es/citations?user=8kiiR7EAAAAJ&hl=es" target="_blank">Hernán Borisonik</a> </p><p>16:55h - 17:15h: Ponencia <a href="https://guillemserrahima.com/" target="_blank">Guillem Serrahima</a></p><p>17:15h - 17:35h: Debate entre ponentes y el Vector</p><p>17:35h - 18:00h: Debate abierto con el público</p><p><strong><br></strong>18:00h - 18:15: Pausa</p><p><strong><br>Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres</strong></p><p>18:15h - 18:20h: Introducción al segundo bloque del encuentro.</p><p>18:20h - 18:40h: Ponencia <a href="https://scholar.google.es/citations?user=u01Yz1cAAAAJ&hl=es" target="_blank">Melissa Reneau.</a></p><p>18:40h - 19:00h: Ponencia <a href="%20https://twitter.com/hierro34" target="_blank">Alba Hierro.</a></p><p>19:00h - 19: 20h: Debate entre ponentes y el Vector.</p><p>19:20h - 19:50h: Debate abierto con el público.</p><p><strong><br>La sesión se hará en castellano</strong></p><p><strong>Podréis ver el Streaming aquí. </strong></p><p><strong><br></strong><em>Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Diseño de la gráfica del Vector realizada por </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em> </a></p>
Esborrats
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En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres.
La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera?
Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual.
Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona.
Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica.
Estructura del encuentro:
Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados16:30h - 16:35h: Introducción al primer bloque del encuentro
16:35h - 16:55h: Ponencia Hernán Borisonik
16:55h - 17:15h: Ponencia Guillem Serrahima
17:15h - 17:35h: Debate entre ponentes y el Vector
17:35h - 18:00h: Debate abierto con el público
18:00h - 18:15: Pausa
Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres18:15h - 18:20h: Introducción al segundo bloque del encuentro.
18:20h - 18:40h: Ponencia Melissa Reneau.
18:40h - 19:00h: Ponencia Alba Hierro.
19:00h - 19: 20h: Debate entre ponentes y el Vector.
19:20h - 19:50h: Debate abierto con el público.
La sesión se hará en castellanoPodréis ver el Streaming aquí.
Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por Tecnopolítica (IN3/UOC) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el Canòdrom. Ateneo de Innovación Democrática y Digital.Diseño de la gráfica del Vector realizada por Raúl Goñi
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En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres.
La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera?
Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual.
Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona.
Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica.
Estructura del encuentro:
Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados16:30h - 16:35h: Introducción al primer bloque del encuentro
16:35h - 16:55h: Ponencia Hernán Borisonik
16:55h - 17:15h: Ponencia Guillem Serrahima
17:15h - 17:35h: Debate entre ponentes y el Vector
17:35h - 18:00h: Debate abierto con el público
18:00h - 18:15: Pausa
Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres18:15h - 18:20h: Introducción al segundo bloque del encuentro.
18:20h - 18:40h: Ponencia Melissa Reneau.
18:40h - 19:00h: Ponencia Alba Hierro.
19:00h - 19: 20h: Debate entre ponentes y el Vector.
19:20h - 19:50h: Debate abierto con el público.
La sesión se hará en castellanoPodréis ver el Streaming aquí.
Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por Tecnopolítica (IN3/UOC) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el Canòdrom. Ateneo de Innovación Democrática y Digital.Diseño de la gráfica del Vector realizada por Raúl Goñi
Esborrats
-<p><br></p><p>En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres. </p><p>La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera? </p><p><strong><br></strong>Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual. </p><p><strong><br></strong>Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona. </p><p><strong><br></strong>Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica. </p><p><strong><br>Estructura del encuentro: </strong></p><p><strong><br>Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados</strong></p><p>16:30h - 16:35h: Introducción al primer bloque del encuentro</p><p>16:35h - 16:55h: Ponencia <a href="https://scholar.google.es/citations?user=8kiiR7EAAAAJ&hl=es" target="_blank">Hernán Borisonik</a> </p><p>16:55h - 17:15h: Ponencia <a href="https://guillemserrahima.com/" target="_blank">Guillem Serrahima</a></p><p>17:15h - 17:35h: Debate entre ponentes y el Vector</p><p>17:35h - 18:00h: Debate abierto con el público</p><p><strong><br></strong>18:00h - 18:15: Pausa</p><p><strong><br>Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres</strong></p><p>18:15h - 18:20h: Introducción al segundo bloque del encuentro.</p><p>18:20h - 18:40h: Ponencia <a href="https://scholar.google.es/citations?user=u01Yz1cAAAAJ&hl=es" target="_blank">Melissa Reneau.</a></p><p>18:40h - 19:00h: Ponencia <a href=" https://twitter.com/hierro34" target="_blank">Alba Hierro.</a></p><p>19:00h - 19: 20h: Debate entre ponentes y el Vector.</p><p>19:20h - 19:50h: Debate abierto con el público.</p><p><strong><br>La sesión se hará en castellano</strong></p><p><strong>Podréis ver el Streaming aquí. </strong></p><p><strong><br></strong><em>Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Diseño de la gráfica del Vector realizada por </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em> </a></p>
Addicions
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" alt=""></p><p>En los dos primeros encuentros sobre Economía y Tecnología, celebrados el pasado Octubre, exploramos los rasgos y marcos sistémicos de la economía política en la era digital, de la mano de Cedric Durand y Mckenzie Wark. En este tercer encuentro, que se dividirá en dos bloques, exploraremos las formas en las que han evolucionado las formas monetarias y la lógica especulativa que convergen en el capitalismo financiero digital, así como las alternativas a estas lógicas que se están planteando desde la economía social, solidaria y procomún y las infraestructuras libres. </p><p>La primera charla, a cargo de Hernán Borisonik, doctor en Ciencias Sociales e investigador del CONICET, abordará la historia de las formas monetarias y apuntará una tendencia hacia la abstracción: el lazo entre el dinero y el referente material, según Borisonik, se ha ido debilitando con el tiempo, del patrón oro al dinero fiduciario y de ahí a la proliferación de las criptomonedas. La charla plantea que, por su carácter técnicamente descentralizado, y la disminución del poder de los bancos y los Estados que pueden conllevar, estas monedas digitales han despertado sueños de trascendencia del modelo institucional-monetario del capitalismo. ¿Pero son las criptomonedas realmente una herramienta emancipadora u otro elemento de especulación financiera? </p><p><strong><br></strong>Para poder avanzar en estas preguntas resulta crucial comprender los elementos básicos de las finanzas actuales, y este será el foco de la presentación de Guillem Serrahima, filósofo e investigador de las Universidades de París 8 y California/Berkeley ¿Cómo opera la lógica de la especulación financiera en los mercados automatizados? Las finanzas suelen comprenderse bajo el paradigma del cálculo probabilístico, que ofrece un acceso anticipado a los movimientos del mercado, es decir, otorga “información” racional y calculada dichos movimientos. La información es definida por la cibernética como la relación entre señal y ruido, sin embargo, en estos mercados automatizados la producción de ruido resulta tan relevante como la producción de señales. La práctica del "noise trading" (producir compras o ventas sin sentido) genera una nebulosa irracional de datos, a partir de la cual se hace posible la “especulación financiera” que atraviesa la economía actual. </p><p><strong><br></strong>Frente a estas dinámicas abstractas, erráticas e irracionales, ¿qué lógicas y prácticas concretas podemos encontrar en los circuitos económicos alternativos? En el segundo bloque de este encuentro Melissa Renau, socióloga e investigadora del grupo Dimmons, presentará los elementos centrales del paradigma de economía digital procomún, con especial atención a modelos como el cooperativismo de plataforma. Más allá del marco general, Melissa nos acercará a proyectos como Fairbnb o Mensakas, y al ecosistema digital social y solidario en su conjunto. Lo hará desde una perspectiva realista, que subraya sus avances y posibilidades, al tiempo que apunta los pasos necesarios para ir más allá de sus límites actuales. Esta es la intención de proyectos como Match Impulsa, que tratan de introducir la lógica feminista en los procesos de plataformización de la economía social y solidaria en Barcelona. </p><p><strong><br></strong>Por último, Alba Hierro, doctora en matemáticas y activista ligada a la Xarxa de Economía Solidaria, abordará el despliegue de infraestructuras libres tanto en la XES como en diferentes barrios y colectivos libertarios de Barcelona. ¿Cuáles son las posibilidades de las tecnologías libres en tanto que infraestructuras al servicio de formas alternativas de economía y política, de gestión y autogestión? ¿Cómo impulsarlas? En tanto que promotora de varios de estos procesos, Alba explorará estas preguntas tanto desde el discurso como, sobre todo, desde la práctica. </p><p><strong><br>Estructura del encuentro: </strong></p><p><strong><br>Bloque 1: Lógicas del capitalismo digital: criptomonedas y ruido en los mercados automatizados</strong></p><p>16:30h - 16:35h: Introducción al primer bloque del encuentro</p><p>16:35h - 16:55h: Ponencia <a href="https://scholar.google.es/citations?user=8kiiR7EAAAAJ&hl=es" target="_blank">Hernán Borisonik</a> </p><p>16:55h - 17:15h: Ponencia <a href="https://guillemserrahima.com/" target="_blank">Guillem Serrahima</a></p><p>17:15h - 17:35h: Debate entre ponentes y el Vector</p><p>17:35h - 18:00h: Debate abierto con el público</p><p><strong><br></strong>18:00h - 18:15: Pausa</p><p><strong><br>Bloque 2: Alternativas al capitalismo digital: cooperativismo de plataforma, economía solidaria y tecnologías libres</strong></p><p>18:15h - 18:20h: Introducción al segundo bloque del encuentro.</p><p>18:20h - 18:40h: Ponencia <a href="https://scholar.google.es/citations?user=u01Yz1cAAAAJ&hl=es" target="_blank">Melissa Reneau.</a></p><p>18:40h - 19:00h: Ponencia <a href="%20https://twitter.com/hierro34" target="_blank">Alba Hierro.</a></p><p>19:00h - 19: 20h: Debate entre ponentes y el Vector.</p><p>19:20h - 19:50h: Debate abierto con el público.</p><p><strong><br>La sesión se hará en castellano</strong></p><p><strong>Podréis ver el Streaming aquí. </strong></p><p><strong><br></strong><em>Vector de Conceptualización Sociotécnica es una intensificadora filosófica, un espacio impulsado por </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigido a pensar conceptos y retos clave de las culturas, sociedades y políticas digitales contemporáneas, desde un acercamiento crítico y propositivo. El colectivo está compuesto por Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro y Jara Rocha. Los encuentros del Vector se realizan en el </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Diseño de la gráfica del Vector realizada por </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em> </a></p>
Descripció (Català)
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En les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.
La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?
Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.
Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.
Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.
Estructura de la trobada:
Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:16:30h - 16:35h: Introducció al primer bloc de la trobada
16:35h - 16:55h: Ponència Hernán Borisonik
16:55h - 17:15h: Ponència Guillem Serrahima
17:15h - 17:35h: Debat entre ponents i el Vector
17:35h - 18:00h: Debat obert amb el públic
18:00h - 18.15: PausaBloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:
18:15h - 18:20h: Introducció al segon bloc de la trobada
18:20h - 18:40h: Ponència Melissa Reneau
18:40h - 19:00h: Ponència Alba Hierro
19:00h - 19: 20h: Debat entre ponents i el Vector
19:20h - 19:50h: Debat obert amb el públic
La sessió es farà en castellàPodreu veure el Streaming aquí.
A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre aquí.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
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En les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.
La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?
Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.
Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.
Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.
Estructura de la trobada:
Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:16:30h - 16:35h: Introducció al primer bloc de la trobada
16:35h - 16:55h: Ponència Hernán Borisonik
16:55h - 17:15h: Ponència Guillem Serrahima
17:15h - 17:35h: Debat entre ponents i el Vector
17:35h - 18:00h: Debat obert amb el públic
18:00h - 18.15: PausaBloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:
18:15h - 18:20h: Introducció al segon bloc de la trobada
18:20h - 18:40h: Ponència Melissa Reneau.
18:40h - 19:00h: Ponència Alba Hierro.
19:00h - 19: 20h: Debat entre ponents i el Vector
19:20h - 19:50h: Debat obert amb el públic
La sessió es farà en castellàPodreu veure el Streaming aquí.
A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre aquí.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
-<p>En les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.</p><p>La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?</p><p>Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.</p><p><br></p><p><strong><br></strong>Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.</p><p><strong><br></strong>Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.</p><p><strong><br>Estructura de la trobada:</strong></p><p><strong><br>Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:</strong></p><p>16:30h - 16:35h: Introducció al primer bloc de la trobada</p><p>16:35h - 16:55h: Ponència Hernán Borisonik</p><p>16:55h - 17:15h: Ponència Guillem Serrahima</p><p>17:15h - 17:35h: Debat entre ponents i el Vector</p><p>17:35h - 18:00h: Debat obert amb el públic</p><p><strong><br></strong>18:00h - 18.15: Pausa</p><p><strong>Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:</strong></p><p>18:15h - 18:20h: Introducció al segon bloc de la trobada</p><p>18:20h - 18:40h: Ponència Melissa Reneau</p><p>18:40h - 19:00h: Ponència Alba Hierro</p><p>19:00h - 19: 20h: Debat entre ponents i el Vector</p><p>19:20h - 19:50h: Debat obert amb el públic</p><p><strong><br>La sessió es farà en castellà</strong></p><p><strong>Podreu veure el Streaming aquí.</strong></p><p><br></p><p><strong>A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre </strong><a href="https://www.cccb.org/ca/activitats/fitxa/seminari-amb-mckenzie-wark/237249" target="_blank"><strong>aquí</strong></a><strong>.</strong></p><p><strong><br><br></strong><em>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>- +<p>E<img 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" alt="">n les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.</p><p>La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?</p><p>Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.</p><p><br></p><p><strong><br></strong>Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.</p><p><strong><br></strong>Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.</p><p><strong><br>Estructura de la trobada:</strong></p><p><strong><br>Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:</strong></p><p>16:30h - 16:35h: Introducció al primer bloc de la trobada</p><p>16:35h - 16:55h: Ponència <a href="https://scholar.google.es/citations?user=8kiiR7EAAAAJ&hl=es" target="_blank">Hernán Borisonik</a><br></p><p>16:55h - 17:15h: Ponència <a href="https://guillemserrahima.com/" target="_blank">Guillem Serrahima</a></p><p>17:15h - 17:35h: Debat entre ponents i el Vector</p><p>17:35h - 18:00h: Debat obert amb el públic</p><p><strong><br></strong>18:00h - 18.15: Pausa</p><p><strong>Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:</strong></p><p>18:15h - 18:20h: Introducció al segon bloc de la trobada</p><p>18:20h - 18:40h: Ponència <a href="https://scholar.google.es/citations?user=u01Yz1cAAAAJ&hl=es" target="_blank">Melissa Reneau.</a></p><p>18:40h - 19:00h: Ponència <a href="https://comunitat.canodrom.barcelona/admin/assemblies/ElVector/components/1877/manage/meetings/2293/%20https://twitter.com/hierro34" target="_blank">Alba Hierro.</a></p><p>19:00h - 19: 20h: Debat entre ponents i el Vector</p><p>19:20h - 19:50h: Debat obert amb el públic</p><p><strong><br>La sessió es farà en castellà</strong></p><p><strong>Podreu veure el Streaming aquí.</strong></p><p><br></p><p><strong>A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre </strong><a href="https://www.cccb.org/ca/activitats/fitxa/seminari-amb-mckenzie-wark/237249" target="_blank"><strong>aquí</strong></a><strong>.</strong></p><p><strong><br><br></strong><em>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>
Esborrats
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-
En les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.
La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?
Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.
Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.
Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.
Estructura de la trobada:
Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:16:30h - 16:35h: Introducció al primer bloc de la trobada
16:35h - 16:55h: Ponència Hernán Borisonik
16:55h - 17:15h: Ponència Guillem Serrahima
17:15h - 17:35h: Debat entre ponents i el Vector
17:35h - 18:00h: Debat obert amb el públic
18:00h - 18.15: PausaBloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:
18:15h - 18:20h: Introducció al segon bloc de la trobada
18:20h - 18:40h: Ponència Melissa Reneau
18:40h - 19:00h: Ponència Alba Hierro
19:00h - 19: 20h: Debat entre ponents i el Vector
19:20h - 19:50h: Debat obert amb el públic
La sessió es farà en castellàPodreu veure el Streaming aquí.
A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre aquí.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
Addicions
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+
En les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.
La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?
Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.
Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.
Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.
Estructura de la trobada:
Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:16:30h - 16:35h: Introducció al primer bloc de la trobada
16:35h - 16:55h: Ponència Hernán Borisonik
16:55h - 17:15h: Ponència Guillem Serrahima
17:15h - 17:35h: Debat entre ponents i el Vector
17:35h - 18:00h: Debat obert amb el públic
18:00h - 18.15: PausaBloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:
18:15h - 18:20h: Introducció al segon bloc de la trobada
18:20h - 18:40h: Ponència Melissa Reneau.
18:40h - 19:00h: Ponència Alba Hierro.
19:00h - 19: 20h: Debat entre ponents i el Vector
19:20h - 19:50h: Debat obert amb el públic
La sessió es farà en castellàPodreu veure el Streaming aquí.
A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre aquí.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
Esborrats
-<p>En les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.</p><p>La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?</p><p>Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.</p><p><br></p><p><strong><br></strong>Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.</p><p><strong><br></strong>Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.</p><p><strong><br>Estructura de la trobada:</strong></p><p><strong><br>Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:</strong></p><p>16:30h - 16:35h: Introducció al primer bloc de la trobada</p><p>16:35h - 16:55h: Ponència Hernán Borisonik</p><p>16:55h - 17:15h: Ponència Guillem Serrahima</p><p>17:15h - 17:35h: Debat entre ponents i el Vector</p><p>17:35h - 18:00h: Debat obert amb el públic</p><p><strong><br></strong>18:00h - 18.15: Pausa</p><p><strong>Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:</strong></p><p>18:15h - 18:20h: Introducció al segon bloc de la trobada</p><p>18:20h - 18:40h: Ponència Melissa Reneau</p><p>18:40h - 19:00h: Ponència Alba Hierro</p><p>19:00h - 19: 20h: Debat entre ponents i el Vector</p><p>19:20h - 19:50h: Debat obert amb el públic</p><p><strong><br>La sessió es farà en castellà</strong></p><p><strong>Podreu veure el Streaming aquí.</strong></p><p><br></p><p><strong>A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre </strong><a href="https://www.cccb.org/ca/activitats/fitxa/seminari-amb-mckenzie-wark/237249" target="_blank"><strong>aquí</strong></a><strong>.</strong></p><p><strong><br><br></strong><em>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>
Addicions
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" alt="">n les dues primeres trobades sobre Economia i Tecnologia, celebrats el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.</p><p>La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?</p><p>Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.</p><p><br></p><p><strong><br></strong>Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.</p><p><strong><br></strong>Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.</p><p><strong><br>Estructura de la trobada:</strong></p><p><strong><br>Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:</strong></p><p>16:30h - 16:35h: Introducció al primer bloc de la trobada</p><p>16:35h - 16:55h: Ponència <a href="https://scholar.google.es/citations?user=8kiiR7EAAAAJ&hl=es" target="_blank">Hernán Borisonik</a><br></p><p>16:55h - 17:15h: Ponència <a href="https://guillemserrahima.com/" target="_blank">Guillem Serrahima</a></p><p>17:15h - 17:35h: Debat entre ponents i el Vector</p><p>17:35h - 18:00h: Debat obert amb el públic</p><p><strong><br></strong>18:00h - 18.15: Pausa</p><p><strong>Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:</strong></p><p>18:15h - 18:20h: Introducció al segon bloc de la trobada</p><p>18:20h - 18:40h: Ponència <a href="https://scholar.google.es/citations?user=u01Yz1cAAAAJ&hl=es" target="_blank">Melissa Reneau.</a></p><p>18:40h - 19:00h: Ponència <a href="https://comunitat.canodrom.barcelona/admin/assemblies/ElVector/components/1877/manage/meetings/2293/%20https://twitter.com/hierro34" target="_blank">Alba Hierro.</a></p><p>19:00h - 19: 20h: Debat entre ponents i el Vector</p><p>19:20h - 19:50h: Debat obert amb el públic</p><p><strong><br>La sessió es farà en castellà</strong></p><p><strong>Podreu veure el Streaming aquí.</strong></p><p><br></p><p><strong>A més de la sessió del dia 13, el 19 d'octubre farem la Sessió Economia i Tecnologia II: Ha mort el capitalisme? Debat amb McKenzie Wark al CCCB de 10:30h a 13:00h. Info i registre </strong><a href="https://www.cccb.org/ca/activitats/fitxa/seminari-amb-mckenzie-wark/237249" target="_blank"><strong>aquí</strong></a><strong>.</strong></p><p><strong><br><br></strong><em>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>
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Pau Adelantado
Versió creada el
19/11/2021 12:04
