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TRAMAS SOCIALES • N° 04 | ISSN: 2683-8095
9Carelli | Generando intersticios
ESPACIO EDITORIAL
beneficia intensamente la promoción de Investigadores,
un significativo aumento de Becarios, Técnicos y Centros
de Investigación son el resultado de la jerarquización del
sistema científico-tecnológico en los primeros 15 años del
nuevo milenio.
Al mismo tiempo el esquema administrativo-funcional
de los años ´90 no se desarmó, más bien sirvió de base,
probablemente con lógicos argumentos, a un escenario
que poco se asemejaba en la política productiva y econó-
mica que lo vio nacer.
Los primeros (actores) en reclamar y hasta rechazar las
denominadas nuevas reglas lo constituyeron docentes
e investigadores de mayor antigüedad, fueron ellos/as
quienes percibieron que sus prácticas, ya casi naturaliza-
das, debían modificarse aceleradamente si su intención
era permanecer como actores competentes del campo
que los aglutinara.
Entre los reclamos de los críticos, emergían cuestiona-
mientos a los desproporcionados esfuerzos por comple-
tar aspectos administrativos, al mismo tiempo las diatri-
bas se dirigían al nuevo uso del tiempo que se definía por
factores que obligaban una producción estandarizada en
términos productivos.
En contraposición con el grupo señalado, los nuevos
agentes del campo, aquellos que en su mayoría ingre-
saban al sistema científico académico ya con las nuevas
reglas, se adaptaron sin mayores inconvenientes, hasta
probablemente incorporaron las innovaciones y lógicas
como lo único posible. Parece legítimo pensar que hasta
lo naturalizaron, al igual que lo hicieron en su momento
aquel grupo que caracterizamos como los críticos en su
propio momento.
Como se relata brevemente en párrafos anteriores, las úl-
timas décadas podrían caracterizarse como un periodo
bisagra, donde diferentes modelos ejercieron y dieron
disímiles espacios y prioridades al conocimiento y la
ciencia en la sociedad.
Esta editorial no busca abordar el proceso científico
académico argentino, tampoco tomar posicionamien-
to sobre la ventajas o desventajas de cada formato del
ejercicio intelectual, el objetivo va en otra dirección. Los
párrafos iniciales representan el marco que permite una
franca propuesta editorial.
Como Revista de divulgación de una unidad universi-
taria de gestión estatal, el propósito se centra en produ-
cir un contenido que condense la propia lógica del gran
campo del que formamos parte. Lo que entendemos
como campo de la Sociología en particular y las ciencias
sociales y humanas en general, no solo lo constituye un
formato de Estado con políticas académicas y científicas
que, en paralelo, el propio proceso nos muestra que son
cambiantes y esposadas a políticas de gobiernos.
Nuestra propuesta editorial anhela difundir produccio-
nes que se construyan en marcos más amplios que las de-
limitaciones de modelos, gobiernos o periodos epocales,
o mejor, sin ellos. A nuestros estudiantes y egresados no
solo debemos mostrarles y hasta iniciarlos en las lógicas
que circulan al interior del campo, también es obligación
incitarlos a rebelarse a ellas, a desconocer líneas indebi-
damente justificadas, temáticas que por verticalidad del
ejercicio del poder emergen como prioritarios, hasta le-
gítimas, procedimientos y formatos que responden más
a intereses foráneos que a las necesidades de nuestros
terruños.
A finales de los años cincuenta del siglo pasado, una obra
señera como la Imaginación Sociológica (Mills, 1961), ad-
vertía que la multiplicidad de miradas, métodos, posicio-
nes, temáticas y perspectivas era la mejor garantía para
un ejercicio libre de la investigación y docencia.
Esta Revista busca situarse en ese espacio. Una construc-
ción colectiva con miradas heterogéneas, desanclada de
las agendas prestablecidas de temáticas que circulan y
que van, paulatinamente, reproduciendo grupos de in-
vestigación que deben defender lo que hacen y no por sus
argumentos, más bien, por la posición que se adquirió en
el campo a partir de ser parte del mismo con esa temá-
tica.
En este contexto y siguiendo lo que plantea Pierre Bour-
dieu, lo que se entiende como políticamente correcto,
en términos de la lógica de un campo específico como la
sociología, estaría representando una suerte de atentado
a la propia autonomía relativa. Desde esta perspectiva
políticamente correcto es equivalente a sociológicamente de-
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