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Revista de investigación y divulgación sobre los estudios de género
Año 1 / Número 2 / Septiembre 2023 - febrero de 2024
comunidad universitaria de la Ciudad de
México. La apropiación subjetiva de dichos
derechos funciona como anclaje para la
construcción de instituciones igualitarias y
libres de violencia de género. Para cumplir
con esto, se llevaron a cabo cuatro grupos
de discusión y 21 entrevistas individuales
con hombres y mujeres de los tres sectores
de la universidad: académico, administra-
tivo y estudiantil. Los resultados señalan
que existen definiciones homogéneas de
los derechos sexuales, carentes de tensión
política, que invisibilizan las relaciones de
poder entre los géneros y que proponen
barreras importantes para el ejercicio libre
y responsable de la sexualidad. Asimismo,
encontramos que los hombres suelen apro-
piarse de sus derechos sexuales con mayor
facilidad que las mujeres, toda vez que los
primeros usan su condición de género pri-
vilegiada para el ejercicio de su sexualidad.
Esta apropiación permite que hombres
más jóvenes mantengan una sensibilidad
específica ante la desigualdad de género y
otras formas de ejercicio de poder.
Palabras clave
Derechos humanos, violencia, género,
universidad, educación.
propriation of sexual rights works as the
sediment for the construction of equality.
To achieve the objective, four discussion
groups and 21 individual interviews were
carried out with men and women of the
three sectors of the university. Results
show that conceptualizations of sexual
rights are heterogenous and emptied of
political tensions that do not show power
relations between the sexes and that
imply important barriers to the free and
responsible exercise of sexuality. We find
that men have appropriated their sexual
rights more easily than women, due to
their privileged gender condition for the
exercise of their sexuality. This appropria-
tion allows young men to hold a particular
sensibility to gender inequality and other
forms of power.
Keywords
Human rights, violence, gender, university,
education.
Introducción
C
onsideramos pertinente interpretar los procesos de apropiación de
derechos sexuales en comunidades universitarias como premisa para
comprender el ejercicio de sexualidades libres, responsables, libres de coer-
ción y violencia. Estimamos que la violencia de género en el ámbito sexual
es un indicador de que la apropiación de derechos sexuales es desigual,
puesto que no se vislumbra a todas las personas como sujetos de dere-
chos. En este sentido, partimos del supuesto de que las instituciones de
educación superior (IES), así como otras instituciones educativas, deben