![](data:image/png;base64,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)
72
los estudios del futuro, que por su disposición a la práctica, su terreno híbrido de de-
sarrollo, tiene una tendencia a innovar en este aspecto. Los ejercicios prospectivos
comprenden diferentes fases de implementación y múltiples técnicas y métodos que
se introducen y se articulan a lo largo del proceso4.
Los Estudios del Futuro recurren a dispositivos intelectuales para recopilar, proce-
sar y analizar piezas de información, utilizando y adaptando el conjunto de herramien-
tas y técnicas y metodologías disponibles, según las características de cada ejercicio,
teniendo en cuenta la demanda que origina el ejercicio, la amplitud del foco de indaga-
ción, la conformación del equipo, instancias de diálogo social, entre otras cuestiones.
Los estudios del futuro incluyen también un enfoque crítico, desarrollado en los últi-
mos tiempos, que es el que usamos en este análisis, que enfatiza la posibilidad de de-
construir las formas habituales de organizar el pensamiento y la acción, introduciendo
la crítica y el giro post-estructural en las ciencias sociales, así como otras perspectivas
disruptivas, como los estudios de género y postcoloniales (Inayatullah, 1990).
En América Latina existen y existieron trayectorias muy interesantes de prospecti-
va, aunque todavía el campo de estudios no está tan desarrollado ni en la academia
ni en los otros espacios en donde suele desarrollarse internacionalmente: centros de
investigación, organismos gubernamentales especícos, organizaciones técnicas.
Los primeros intentos de formalizar los aspectos metodológicos y epistemológicos
de los Estudios del Futuro coincidieron con la primera ola de Estudios del Futuro que
surgió en América Latina hacia nes de los años sesenta y principios de los setenta,
a través de redes de prospectivistas que circulaban en diferentes países (Argentina,
Venezuela, Chile, México, Perú) en un contexto de exilios y dictaduras en la Región.
El conocimiento desarrollado en este periodo no llegó a institucionalizarse ni incorpo-
rarse en organizaciones técnicas o en el ámbito académico. Estos estudios dialogaron
con los principales desarrollos a nivel internacional, buscando dar una mirada regional
sobre los grandes temas globales y aportando una mirada particular sobre los mode-
los de desarrollo (Medina Vásquez, et al, 2014).
Actualmente existen redes técnicas abocadas al tema. Pero es débil aún la institu-
cionalización de la disciplina, tanto en términos de revistas académicas, como de pro-
gramas de posgrado, que existen en algunos pocos países o son de corta duración5.
4 A modo de ilustración, puede mencionarse el trabajo de Hines y Bishop sobre “framework foresight” que sis-
tematiza las fases y los métodos en un proceso de prospectiva y el Diamante de Popper (2008), que ordena
con una lógica metodológica las herramientas usadas en prospectiva, tanto las de desarrollo propio como oras
herramientas metodológicas cientícas.
5 Apenas hay revistas académicas sobre Estudios del Futuro en América Latina. Hay algunas publicaciones
orientadas a los medios de comunicación y a temas relacionados con el medio ambiente que se reeren más
al futuro de la comunicación o del ambiente, no al campo de estudios y sólo dos publicaciones académicas
centradas en la prospectiva aplicada a determinadas disciplinas (no desde una perspectiva multidisciplinar).