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En-Contexto 5(6) • enero - junio 2017 • Medellín - Colombia • página 49 de 360 • ISSN: 2346-3279
(Neo) liberalismo, producción y criminalización
de la pobreza
(Neo) liberalism, production and criminalization of poverty
Página inicial: 49 - Página nal: 64
Olver Quijano Valencia*
Invitado de honor
* Ph.D. en Estudios Culturales Latinoamericanos y Profesor Titular de la Universidad del Cauca, Colombia.
oquijano@unicauca.edu.co - olverquijano@gmail.com - http://olverquijanov.jimdo.com
Enlace ORCID: http://orcid.org/0000-0002-1604-3465
Resumen: contra la sensación de cómo
las actuales e históricas relaciones sociales
desiguales constituyen una suerte de
condiciones naturales e imperativos propios
del desenvolvimiento y reacomodo del
sistema capitalista, en la presente reexión se
indaga críticamente sobre las nuevas y cínicas
manifestaciones del capitalismo neoliberal.
Se aborda el neoliberalismo como discurso
y modelo civilizatorio y como práctica
gubernamental; igualmente se analiza la (re)
producción de la pobreza, la inseguridad y
la sensación de inseguridad, la erosión del
trabajo remunerado/estable y su conversión
en inseguridad ontológica, y en suma, el
tratamiento de la pobreza y la marginalidad como
problemas de criminalidad. Paradójicamente,
numerosas acciones desde los nuevos aparatos
lantrópicos estatales combinados con la
intensicación y severidad del sistema penal dan
cuenta del desinterés global por abordar, nutrir
y consolidar un proyecto de democratización
social, capaz de contraponerse a los imperantes
regímenes de ´fascismo social´ y de ´apartheid
global´. Comprender estas nuevas y hasta
sutiles estrategias también es indispensable a la
hora de pensar en transformaciones sustantivas
de la sociedad y en favor de la producción y
reproducción de la vida.
Palabras clave: proyecto ontológico,
subjetividad, tecnología de gobierno, marketing
de sí mismo, marginalidad, criminalización de
la pobreza.
JEL: I39, P46
Abstract: Against the feeling of how the
current and historical unequal social relations
constitute a kind of natural conditions and
imperatives of development and realignment
of the capitalist system, in the present reection
examines critically about the new and cynical
manifestations of neo-liberal capitalism. It
addresses the neoliberalism as discourse
and civilizing model and how government
practice; it also analyzes the (re) production
of poverty, the insecurity and the feeling
of insecurity, the erosion of the paid work/
stable and their conversion into ontological
insecurity, and in addition, the treatment
of poverty and marginality as problems of
criminality. Paradoxically, many actions from
the new philanthropic state combined with
the intensication and severity of the criminal
justice system account for the lack of global
address, nurture and consolidate a project of
social democratization, able to run counter to
the prevailing social regimes of 'fascism' and
'global apartheid'. To understand these new and
subtle strategies is also essential when thinking
about substantive transformations of society
and in favor of the production and reproduction
of life.
Keywords: Ontological project, subjectivity,
technology, marketing of himself,
marginalization, criminalization of poverty.