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Yulök Revista de Innovación Académica, ISSN 2215-5147, Vol. 7, N.º 1
Enero-Junio 2023, pp. 63-74
Gómez, C. Bibliometría y métricas alternativas: Aportes de la producción cientíca en Scopus Elsevier (1999-2020)
para las políticas públicas sobre juventudes.
La perspectiva generacional ha permitido esta contextua-
lización, ya que articula las condiciones tanto estructura-
les, culturales y sociales, con lo juvenil. Esta perspectiva
en los estudios de juventudes apunta a la comprensión de
las transformaciones sociales, a los cambios generados
en las sociedades y su relación con las particularidades
de las juventudes.
La comprensión de las relaciones generacionales se en-
marca en contextos sociohistóricos. De ahí, que el teórico
Karl Mannheim (1993) desarrolló una conceptualización
desde diferentes categorías-posición generacional, cone-
xión generacional, unidad generacional y estratificación
de la vivencia- para la explicación de la formación de una
generación. Para Mannheim (1993), citado en Álvarez
(2018):
Dos generaciones distintas en el tiempo se enfrentan
a mundos exteriores e interiores distintos. Una gene-
ración se enfrentó a un contexto (estructuras) y en él
obtuvo las primeras impresiones del mundo, en la si-
guiente generación ese contexto cambió por lo que sus
primeras impresiones son distintas, y, sin embargo,
ese contexto que cambió aún permanece en la genera-
ción anterior. De esta manera, lo que para una genera-
ción no fue problemático sí lo es para la otra (p. 46).
Al vincularse los estudios de juventudes con la perspec-
tiva generacional y las relaciones inter e intrageneracio-
nales, se reflexiona acerca de las formas en las que las
personas jóvenes se integran en una sociedad en un tiem-
po histórico; lo que se acompaña de acontecimientos y
procesos que determinan una generación que a lo largo
del tiempo generan cambios sociales asociados a varia-
bles como el espacio, género, clase social, entre otras. La
forma en que se conciben las juventudes, la mirada gene-
racional e intergeneracional que tiene, también determina
los cursos de acción que responden a los problemas de
interés público, a los que se dirigen las políticas públicas.
Por lo que el punto de partida de lo que se entiende por
juventudes, es un componente esencial en la línea de ac-
ción definida para alcanzar un fin; así lo demostraron las
experiencias que se produjeron en Chile, América Latina
y países anglófonos (Vommaro,2018, p. 42).
Las políticas que se elaboraron en América Latina antes
de la inclusión del enfoque generacional, se han catego-
rizado en cuatro perspectivas o paradigma relacionadas
con las perspectivas sociales desde las que se entiende
la juventud. El primer paradigma caracterizado por una
condición transitiva de las juventudes, relacionada con
derechos universales y homogenizadores de la pobla-
ción joven; el segundo paradigma se constituye desde
una perspectiva de riesgo, con políticas compensatorias
y muy relacionadas con la criminalización de esta pobla-
ción; el tercero, constituye a esta población como ciuda-
danas y ciudadanos, es decir, sujetos de derechos con un
fuerte componente de articulación institucional y con el
que se concluye, de manera utilitarista como actores para
el desarrollo (Vommaro, 2016, p. 127).
Vommaro (2016) señala que el “Informe Regional de
Población en América Latina y el Caribe 2011. Invertir
en juventud” refiere a la pertinencia de que las políticas
públicas fortalezcan las capacidades y oportunidades de
autonomía sociocultural, política y económicas de las
personas jóvenes. Esta evidencia sustenta la importancia
de que las políticas conciban enfoques que ubiquen a las
personas jóvenes como sujetas de derechos con actoría en
su propio desarrollo; a fin de que se alcancen resultados
que logren efectuar mejoras en sus condiciones de vida.
Precisamente, es la evidencia la que marca una diferencia
sustantiva en la formulación, implementación y evalua-
ción de política pública; el criterio que desde el enfoque
de Política Pública basada en Evidencia (PPBE) puede
despejar vacíos en la determinación de los resultados e
impactos sociales que puede generar la ejecución de po-
líticas en juventud. Para Chaverri y Arguedas (2020), el
enfoque de PPBE pretende que las políticas basadas en
opiniones sean sustituidas por un enfoque que considere
información de alto rigor, aquella que utiliza evidencia
proveniente de investigaciones atinentes y de calidad.
Según lo anterior, desde la academia, el sector público, la
sociedad civil y, ante todo, desde las juventudes, se asien-
ta la necesidad de la formulación, implementación y eva-
luación de políticas públicas con las redefiniciones teóri-
cas y conceptuales, así como metodológicas requeridas,
que respondan y busquen el análisis para la comprensión
de las juventudes a partir de las relaciones generacionales
e intrageneracionales y la contextualización de estas.
En palabras de Vommaro (2015), en un mismo momento
histórico pueden coexistir diversas maneras de producir
juventudes y ser jóvenes. Los jóvenes son “producidos”
por el sistema de dominación. Es ahí, donde se expresa el
conflicto intergeneracional a través de dinámicas políti-
cas, culturales, sociales de las mismas sociedades en los
que se producen.