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)
Castaño, A., Chamorro, C., Muñoz, L., & Lopez,
I. (2024). Diferencias de género en las
motivaciones, expectativas y barreras de los
estudiantes de contaduría pública . Contaduría
Universidad de Antioquia, 84, 183-211. Doi:
https://doi.org/10.17533/udea.rc.n84a08
Diferencias de género en las
motivaciones, expectativas y barreras
de los estudiantes de contaduría
pública1
Alejandra Castaño González
alejandra.castanogo@amigo.edu.co
ORCID: 0009-0009-6131-4381
Universidad Católica Luis Amigó
Candy Chamorro Gonzalez
candy.chamorrogo@amigo.edu.co
ORCID: 0000-0001-7332-8566
Universidad Católica Luis Amigó
Laura Muñoz Herrera
laura.munozhe@amigo.edu.co
ORCID: 0009-0009-7287-005X
Universidad Católica Luis Amigó
Isabel López López
isabel.lopezlo@amigo.edu.co
ORCID: 0009-0003-7684-6774
Universidad Católica Luis Amigó
1 Este artículo es producto de una investigación realizada por la Universidad Católica Luis Amigó,
mediante proyecto de investigación denominado “Evolución de la producción científica sobre
género en contabilidad: una aproximación bibliométrica”. La investigadora principal es Candy
Chamorro González.
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)
Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes de contaduría
pública
Resumen:En el presente artículo se identifican las diferencias de género en las motivaciones, expectativas
y barreras de los estudiantes de Contaduría Pública que afectan los procesos de formación y enseñanza
en contabilidad. Para el desarrollo de la investigación se empleó una metodología cuantitativa a partir
de la cual se diseñó una encuesta, la cual fue aplicada a una población de 181 estudiantes de la carrera
de Contaduría Pública de la Universidad Católica Luis Amigó de la ciudad de Medellín. Los resultados
demostraron que las motivaciones, las expectativas y las barreras percibidas pueden variar de acuerdo
al género. Se encontró que los hombres tienen motivaciones alineadas con la realización y escalamiento
profesional, pero identifican barreras relacionadas con la presión y desafíos laborales. Las mujeres tienen
motivaciones vinculadas la flexibilidad laboral y desarrollo profesional, pero al igual que las personas
LGBTIQ+ perciben barreras vinculadas con la exclusión laboral y trato diferenciado por motivos de
género y orientación sexual, respectivamente.
Palabras clave: barreras contables, comunidad LGBTIQ+, diferencias de género, mujer contable.
Gender differences in public accounting students’ motivations, expectations, and barriers
Abstract: This article identifies gender differences in the motivations, expectations, and barriers of public
accounting students, highlighting implications for accounting education and instruction. A quantitative
methodology was employed to conduct the research, which served as the basis for a survey designed
and administered to a population of 181 students in the Public Accounting undergraduate program
at the Universidad Católica Luis Amigó in the city of Medellín. The results revealed that motivations,
expectations, and perceived barriers may vary according to gender. Men are driven by professional
fulfillment and career advancement but perceive barriers associated with work pressure and challenges.
On the other hand, women are motivated by job flexibility and professional development, and, like
LGBTIQ+ individuals, they perceive barriers related to employment exclusion and differential treatment
based on gender and sexual orientation, respectively.
Keywords: accounting barriers, LGBTIQ+ community, gender differences, female accountant.
Diferenças de gênero nas motivações, expectativas e barreiras dos estudantes de contabilidade pública
Resumo: Neste artigo identificam-se as diferenças de gênero nas motivações, expectativas e barreiras
dos estudantes de Contabilidade Pública que afetam os processos de formação e ensino em contabilidade.
Para o desenvolvimento da pesquisa foi utilizada uma metodologia quantitativa a partir da qual foi
desenhada uma enquete, que foi aplicada a uma população de 181 estudantes do curso de Contabilidade
Pública da Universidade Católica Luis Amigó, na cidade de Medellín. Os resultados demonstraram que
as motivações, expectativas e barreiras percebidas podem variar de acordo com o género. Verificou-se
que os homens possuem motivações alinhadas com a realização e promoção profissional, mas identificam
barreiras relacionadas à pressão e aos desafios do trabalho. As mulheres têm motivações ligadas à
flexibilidade laboral e ao desenvolvimento profissional, mas, tal como as pessoas LGBTIQ+, percebem
barreiras ligadas à exclusão laboral e ao tratamento diferenciado com base no género e na orientação
sexual, respetivamente.
Palavras-chave: barreiras contábeis, comunidade LGBTIQ+, diferenças de gênero, mulher contabilista.
Les différences de genre par rapport aux motivations, attentes et obstacles des étudiants en
comptabilité publique
Résumé : Cet article identifie les différences de genre dans les motivations, les attentes et les obstacles
des étudiants en comptabilité publique qui affectent les processus de formation et d’enseignement en
comptabilité. Pour développer cette recherche, une méthodologie quantitative a été appliquée. Sur cette
base, une enquête a été conçue et appliquée à une population de 181 étudiants en comptabilité publique de
l’Université catholique Luis Amigó, dans la ville de Medellín. Les résultats ont montré que les motivations,
les attentes et les obstacles perçus peuvent varier en fonction du genre. Les hommes ont des motivations
liées à l’épanouissement professionnel et à l’évolution de carrière, mais identifient des obstacles liés à
la pression et aux défis du travail. Les femmes ont des motivations liées à la flexibilité de l’emploi et à
l’évolution de carrière mais, du même que les personnes LGBTIQ+, elles perçoivent des obstacles liés
à l’exclusion de l’emploi et à la différence de traitement sur la base du sexe et de l’orientation sexuelle,
respectivement.
Mots clés : obstacles à la comptabilité, communauté LGBTIQ+, différences de genre, femmes comptables.
![](data:image/png;base64,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)
185Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
Cont. udea (enero-junio), pp. 183-211 © Universidad de Antioquia-2024.
Diferencias de género en las motivaciones,
expectativas y barreras de los estudiantes de
contaduría pública
Alejandra Castaño González, Candy Chamorro Gonzalez,
Laura Muñoz Herrera e Isabel López López
https://doi.org/10.17533/udea.rc.n84a08
Primera versión recibida en noviembre 2023 – versión aceptada en enero 2024
I. Introducción
Las brechas de género en el ámbito académico y laboral han sido uno de los
tópicos de interés investigativo más relevantes de las últimas décadas. Particu-
larmente, desde finales del siglo XX, se comenzó a visibilizar con mayor fuerza
la transición de la división sexual del trabajo, caracterizada por la exclusión de
la mujer y la reducción de sus capacidades laborales al trabajo no remunerado
en el hogar, a una visión basada en la equidad de oportunidades que posibilitó
a la mujer incursionar en el mundo del trabajo formal para, así, conseguir su
realización personal y autonomía económica (Lexartza, et al. 2019).
Sin embargo, esta transición no ha sido lineal. Por el contrario, ha estado
condicionada por diversos factores de corte político, económico, social e ideo-
lógico que se configuran en marcados sesgos de género. Según Vaca (2019)
existe una menor participación de la mujer en el empleo formal, mayor nivel de
ocupación de estas en sectores de baja productividad y desventajas salariales
en comparación con los hombres. Sumado a ello, Zafra (2022) manifiesta que,
pese a que los gobiernos han impulsado políticas públicas de igualdad, cambios
en los modelos educativos y mayor sensibilización por parte de la sociedad ante
los temas de género, las brechas continúan. Incluso, como lo indican Grañeras
et al. (2022) estas se han ampliado en el caso de las profesiones y ocupaciones
que hacen parte de las STEM, es decir, profesiones relacionadas con las ciencias,
tecnología, ingeniería y matemática.
![](data:image/png;base64,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)
186Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
En Colombia, una de las estrategias para disminuir la brecha de género ha sido
incentivar el acceso de las mujeres a la educación superior. No obstante, como lo
menciona la Organización de las Naciones Unidas para la Educación, la Ciencia y
la Cultura- UNESCO (2022), esta medida no ha sido completamente efectiva, en
tanto, la mayoría de las universidades “se centran más en medir el acceso de las
mujeres a la educación, que en hacer un seguimiento de sus resultados y tasas de
éxito” (p. 1). En línea con lo anterior, el Departamento Administrativo Nacional de
Estadística- DANE et al. (2022), indican que en la actualidad una gran parte de las
mujeres matriculadas en educación superior se concentran en carreras asociadas
al sector salud y enseñanza. Además, que la situación socioeconómica de las mu-
jeres no depende necesariamente de nivel educativo pues, se ha demostrado que
este no es suficiente para disminuir la desigualdad entre hombres y mujeres.
Ahora bien, en las carreras universitarias como Contaduría Pública, se ha
identificado que anteriormente era una disciplina muy masculina, a pesar de que
históricamente las mujeres han sido asociadas al manejo contable por estar do-
tadas culturalmente —desde el patriarcado— para el control, el manejo cuida-
doso y demás valores sexistas (Huikku et al., 2022). Sin embargo, aún persisten
suposiciones estereotipadas que, de acuerdo con Haynes (2017), posicionan al
hombre en un lugar privilegiado en el campo laboral en comparación con la mu-
jer en el contexto colombiano, situación que sucede en todas las áreas, no solo
en contabilidad (Patiño et al., 2022). Precisamente, estos estereotipos de género
se constituyen como creencias y comportamientos internalizados que pueden
influir en la orientación y expectativas profesionales de los estudiantes de Con-
taduría Pública. Dicho de otro modo, si se legitima la idea de que la mujer con-
tadora pública debe ocupar cargos exclusivamente de apoyo o como auxiliares,
probablemente, esta sea la motivación y visión de meta-logro que la mayoría de
las estudiantes tengan a lo largo de su formación profesional. Lo mismo puede
ocurrir si, por ejemplo, el hombre considera que tiene ventajas competitivas que
le permiten dirigir grandes empresas, este podría entonces tener mayor afinidad
con este propósito y querer alcanzar cargos directivos o de alto nivel.
Desde la carrera de Contaduría Pública de la Universidad Católica Luis Amigó
de la ciudad de Medellín, no se han desarrollado estudios que permitan com-
prender las diferencias de género en relación con las motivaciones, expectativas
y barreras de los y las estudiantes del programa. Precisamente, a través de este
estudio se busca realizar un análisis en el cual se contemplen los atributos in-
dividuales de los estudiantes y los aspectos contextuales relacionados con las
brechas de género para establecer si, en efecto, hay una diferenciación entre los
vínculos entre el género, los enfoques de orientación a objetivos y las expecta-
tivas de aprendizaje de los y las estudiantes de Contaduría Pública de la univer-
sidad, lo que permitirá que las universidades conozcan las diferencias de género
respecto a los elementos mencionados, a fin de generar procesos estratégicos
![](data:image/png;base64,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)
187Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
que contribuyan a garantizar la equidad de género, a mitigar dinámicas de
exclusión que crean techos de cristal y, por ende, a controlar la expansión de
imaginarios compartidos en los cuales se legitime las desventajas competitivas
de la mujer contable desde su proceso formativo.
Así mismo, si no se identifican las diferencias de género en las motivaciones,
expectativas y barreras de los estudiantes de Contaduría Pública, puede ser com-
plejo identificar si, efectivamente, estos elementos se relacionan con la génesis
de problemáticas que en la actualidad se perciben en el campo profesional y aca-
démico de las mujeres contables, entre ellas, el poco interés que tienen algunas
mujeres de ocupar cargos directivos, sus bajas aspiraciones salariales, los pre-
juicios que algunas tienen frente al equilibro entre su vida laboral y personal en
relación con los hombres, entre otros aspectos (Chamorro, 2019; Gerónimo-Lara,
2022). En este orden de ideas, el problema de la investigación se centra en que
actualmente los contadores y contadoras públicos desconocen las diferencias de
género ante las motivaciones, expectativas y barreras que se presenta entre es-
tudiantes y podrían explicar las causas de muchas desigualdad e inequidades de
género en la profesión contable, lo que justifica la realización del estudio.
Ahora bien, la investigación es relevante en la medida que busca contribuir al
fortalecimiento de la literatura académica en torno a las diferencias de género
en las motivaciones, expectativas y barreras de los estudiantes de Contaduría
Pública. Cabe resaltar que, al hacer un rastreo de antecedentes no se encontra-
ron investigaciones documentadas frente al tema, lo que permite indicar que el
presente estudio puede contribuir a la generación de nuevo conocimiento.
Desde una perspectiva práctica, el estudio busca contribuir con aspectos
fundamentales que permitan desafiar y cambiar el entorno de aprendizaje en
el programa de Contaduría Pública, bajo la premisa de que, cualquier entorno
de aprendizaje debe estar diseñado para ser inclusivo y no sesgado al género.
De igual manera, el estudio se justifica a nivel metodológico, ya que, en este se
construyen un conjunto de instrumentos originales, que luego de ser validados
y aplicados al estudio, podrán ser replicados en futuros procesos investigativos
que busquen identificar las diferencias de género en las motivaciones, expecta-
tivas y barreras de los estudiantes incluso de otras carreras que hagan parte de
las ciencias administrativas y contables.
Así entonces, el objetivo del presente artículo se enmarcó en identificar las
diferencias de género en las motivaciones, expectativas y barreras de los estu-
diantes de Contaduría Pública de la Universidad Católica Luis Amigó, para ello
fue importante, primero, conocer las motivaciones o expectativas; segundo,
determinar las barreras y, tercero, reconocer las diferencias de género de los
estudiantes de Contaduría Pública respecto a las motivaciones, expectativas y
barreras. Por ende, el diseño metodológico estuvo orientado en una metodolo-
gía cuantitativa a partir de la cual se diseñó una encuesta, la cual fue aplicada
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAKaCAYAAAAJR+GRAAAAAXNSR0IArs4c6QAAGsxJREFUeF7t1cEJADAMxLBm/6FT6BD1R1ngQAQ8u7vHESBAgAABAt8FRoS/mxskQIAAAQJPQIQ9AgECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEDgAraRYMkuurUbAAAAAElFTkSuQmCC)
188Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
a una población de 181 estudiantes de la carrera de Contaduría Pública de la
Universidad Católica Luis Amigó de la ciudad de Medellín.
II. Revisión de la literatura
II.1. Historia sobre la perspectiva de género en contabilidad
Género se refiere a las “ideas y prácticas socialmente determinadas sobre lo
que significa ser mujer o ser ‘femenino’ o ‘masculino’” (Kariyasa y Dewi, 2013,
p,9). Si bien los roles de género varían entre culturas y a lo largo de tiempo,
y están atravesados por una multitud de identidades —por ejemplo, etnia
y clase—, la división de género de en el trabajo suele implicar que hombres y
mujeres queden relegados a las esferas pública y privada, respectivamente
(Faur y Viveros, 2020; Saldarriaga y Gómez, 2018). Se cree que las mujeres son
cuidadoras “naturales” y los hombres “benevolentes” dictadores que satisfacen
adecuadamente las necesidades materiales de sus familias (Fernández-Moreno,
2022). Esto significa que los hombres realizan actividades públicas, trabajo
remunerativo y mercado de actividades, membresía en organizaciones comu-
nitarias formales y participación en políticas instituciones. Segato (2021) se
refiere a que las mujeres asuman un triple rol, es decir, son responsables de
la actividad reproductiva, productiva y actividades de gestión comunitaria y
reciben poco reconocimiento por su trabajo no remunerado. Una forma amplia
de caracterizar los roles de género es que los hombres toman el liderazgo en
las actividades productivas y mujeres en actividades reproductivas, donde estas
últimas incluyen la reproducción de la familia e incluso de la propia sociedad.
La feminista latinoamericana Segato (2014) considera que, si bien el género
es una fuente de diferencias de poder que determinan el acceso de mujeres y
hombres a una diversidad de recursos, el género también puede servir como
principio organizador para la acción colectiva; es decir, una identidad en torno
a la cual las mujeres —u hombres— pueden organizarse en respuesta a limita-
ciones dentro del hogar o el entorno social más amplio. Definir el género como
un principio organizativo no implica que las mujeres sean un grupo homogéneo
definido solo por sus intereses de género, sino más bien, que el género es una
fuente de identidad en torno a la cual las mujeres pueden movilizarse a nivel
local, nacional y transnacional (Cevallos, 2017; Vigoya, 2013).
El modelo familiar nuclear, en el que el padre trabaja y la madre cuida de los
hijos se ha ido transformado a través del tiempo, debido a algunos aconteci-
mientos sociales, políticos, y económicos que se han suscitado a nivel global. De
acuerdo con Nguyen (2018), uno de los hitos a partir de los cuales se comenzó
a cambiar la idea de que la mujer solo podría ejercer labores en el hogar y que,
podría hacer parte del mercado laboral, fue la Primera Guerra Mundial, ya que,
a partir de esta coyuntura un gran porcentaje de la fuerza laboral masculina se
ausentó de las empresas para participar en la guerra, lo que dio paso a que las
![](data:image/png;base64,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)
189Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
mujeres entraran a reemplazarlos. No obstante, como lo menciona la Fundación
PBS (2022), los trabajos realizados por las mujeres en esa época, pese a que eran
los mismos que los hombres no eran bien remunerados; además, cuando termi-
nó la guerra algunas políticas federales y civiles reemplazaron a las trabajadoras
nuevamente por hombres.
Pese a lo anterior, las feministas socialistas a mediados de siglo XIX revela-
ron la presencia de la división social y sexual del trabajo, además el final de la
Primera Guerra Mundial marcó un precedente trascendental en la vinculación
de la mujer al mundo laboral pues, debido a las grandes pérdidas humanas y a la
disminución de la capacidad de trabajo de muchos hombres que participaron en
la guerra, se hizo necesario que la mujer contribuyera al crecimiento económico
de las naciones por medio de su trabajo. Algunas mujeres que conservaron sus
empleos ocupaban cargos operativos o realizaban actividades manuales en los
sectores industriales y manufactureros. Sin embargo, como lo menciona Ogbon-
naya, (2015) pocas de ellas llegaban a ocupar altos cargos administrativos y mu-
cho menos directivos. De allí, que fuera poco probable que las mujeres pudieran
desarrollar, por ejemplo, el oficio contable.
Según el Instituto de Contadores Públicos de Inglaterra y Gales (2018) “el
cambio en las actitudes de la sociedad después de la Primera Guerra Mundial
hizo que las mujeres fueran admitidas en la profesión contable por primera vez.
Sin embargo, la contabilidad todavía se consideraba una ocupación predominan-
temente masculina y el número de mujeres en la profesión seguía siendo muy
pequeño” (p. 1). En línea con lo anterior, Rico-Bonilla (2020), manifiesta que las
oportunidades de trabajo contable para las mujeres estaban restringidas a la
clase alta y principalmente en empresas familiares. En la mayoría de los casos,
las mujeres todavía limitadas a un papel contable con funciones serviles, mecá-
nicas y mal pagadas. Según Campo y Montaño (2019), el contador era considera-
do un caballero profesional, proveedor de información —costos, capital, índices
operativos, presupuestos, pronósticos, medidas de desempeño—, experto en el
análisis de negocios, mientras que las mujeres que desarrollaban este oficio no
eran más que simples clérigas administrativas, serviles y rutinarias.
Ahora bien, una de las pioneras que logró superar la adversidad para entrar en
la profesión contable fue Lena Mendelnolin quien, en el año 1913, a sus 30 años
estableció sus prácticas contables, siendo, además, una de las primeras mujeres
con CPA certificado en los Estados Unidos (Ogbonnaya, 2015). Otro de los
actores con gran influencia en este proceso fue el colectivo de “Luminarias”, un
movimiento de mujeres que, a principios del siglo XX utilizó el relato histórico
para constituir la figura de la mujer contable heroica; de acuerdo con Ogbonnaya
(2015), a partir de esta perspectiva feminista no solo se compensó el maltrato de
la mujer adjudicado bajo las presunciones de incapacidad femenina, sino que se
dio paso a escuchar la historia de voces tradicionalmente silenciosas, lo que
![](data:image/png;base64,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)
190Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
contribuyó a la deconstrucción y “giro” lingüístico, que indujo a unas prácticas
más inclusivas (González, 2022; Vélez et al., 2021; Woolf, 2016).
De igual modo, Rico-Bonilla (2020), reseñan que, a mediados del siglo XX,
debido a la mecanización y la informatización, la contabilidad se deshumanizó.
Sin embargo, la contabilidad comenzó a integrarse como trabajo de mujeres.
A este hecho se sumó la disminución del tamaño de la familia, la mejora en la
educación, las necesidades económicas, los cambios en las actitudes sociales, la
introducción de la legislación, factores que dieron paso al aumento la participa-
ción laboral de la mujer contable. Estos cambios sociales se extendieron paula-
tinamente y, en las décadas de 1960 y 1970 se identificó un aumento sustancial.
Rico-Bonilla (2020), mencionan que, particularmente, en el año 1965 la firma
Arthur Anderson & Co. contrató a su primera mujer contadora, además, que en
los años de 1970 y 1980 aumentó el número de mujeres que obtuvieron títulos
en contabilidad, alcanzando el 50% de la fuerza laboral contable en los Estados
Unidos. Sin embargo, en América Latina la fuerza laboral era menor al 40% (Pa-
tiño et al., 2022). A raíz de la situación en Estados Unidos, según Kirkham y
Loft (1993), citados en Rico (2021), se comenzaron a profundizar las luchas fe-
ministas, a partir de las cuales se empezaron a reconstruir los constructos base,
de los cuales se enmarca el sentido de la profesión contable, y a deconstruir el
vínculo discursivo entre las diferencias sexuales que lo sustentan.
Así pues, aunque la mujer estuvo asociada a la contabilidad con las labores
del cuidado que asumen las mujeres, a nivel de profesión la contabilidad tra-
dicionalmente era exclusivamente de género masculino, es decir, que se cons-
truyó sobre la masculinidad en términos de ideología, lenguaje, definición de
contexto y énfasis; comenzó a flexibilizarse y a dar apertura a la participación
de la mujer, lo que significó cambios para el rol de género e identidad de la
contabilidad. Cabe resaltar que esta transición no fue lineal ni sencilla. Según
Lehman (1992), las luchas feministas por lograr que las mujeres desarrollaran la
profesión contable fueron determinantes; los colectivos feministas tuvieron que
ir en contra de décadas de supremacía y poder masculino, y demostrar no solo
la importancia de la participación de la mujer, sino el derecho que esta tenía de
hacer parte de las ciencias contables.
Ahora bien, no fue sino hasta mediados de la década de 1990 cuando se pu-
blicaron varios estudios sobre mujeres heroicas en el ejercicio contable, quienes
fueron pioneras en entrar a la profesión y lucharon por superar las barreras y,
asimismo, contribuyeron al progreso de la contaduría abogando por la admisión
de las mujeres. De acuerdo con Ogbonnaya (2015), el ejemplo más destacado
es el estudio biográfico de Spruill y Wooton (1995) sobre Jennie M. Palen, una
de las primeras mujeres en obtener el certificado de CPA en el estado de Nueva
York, en el cual se demostró la experticia y el aporte significativo de las mujeres
en las ciencias contables.
![](data:image/png;base64,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)
191Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
Por su parte, Rico (2021), indica que, en las últimas dos décadas, el género en
la contabilidad ha sido un tópico explorado con gran tesón, debido a la relevan-
cia que posee a nivel social, en tanto, aún hay una deuda histórica con la mujer
contable y aún se siguen evidenciando fenómenos como el techo de cristal en
donde, según Restrepo e Isaza (2019), la mujer no cuenta con las mismas condi-
ciones laborales que los hombres, por el solo hecho de ser mujer.
Es importante indicar que el estudio de género en la profesión contable no
solo aborda la inclusión de la mujer, sino que se centra en el análisis de la in-
clusión de las comunidades que, como mencionan Patiño et al. (2022), no son
reconocidas dentro de la heteronormatividad, entre ellas la comunidad LGB-
TIQ+. Sin embargo, como lo menciona Rúmenes (2016) “existe una escasez de
investigación sobre la sexualidad dentro de los estudios contables en general, y
casi nada se ha estudiado sobre las sexualidades de lesbianas, gays, bisexuales
y trans* (LGBT) en particular” (p.111). El hecho de que la literatura frente a las
experiencias de las personas LGBTIQ+ en contabilidad sea escasa, reproduce la
dualidad heterosexual/homosexual, en donde se plantea a la heterosexualidad
como un estándar normativo. Por tanto, la sexualidad LGBTIQ+ es etiquetada
peyorativamente como “anormal”. Adicionalmente, Rúmenes (2016), explica
que las contadoras y los contadores que pertenecen a la comunidad LGBTQ co-
mienzan su ejercicio laboral mediante consultoría y servicios de impuestos a los
miembros de su comunidad.
En la actualidad, en Estados Unidos, se resalta el liderazgo y popularidad
de contadores públicos que hacen parte de la comunidad LGBTIQ+, como Tom
Johnson —vicepresidente de finanzas de The Clorox Company—, Rose Marcario
—directora financiera de Patagonia— y Rich Waterman —alcalde de Campbell,
California—. Pero, estos contadores han sido excepciones a la regla, en la me-
dida que, tal como lo menciona Cohn (2021), uno de cada cinco contadores que
se identificaron como LGBTIQ+ abandonaron la profesión contable debido a la
falta de diversidad, trato equitativo o inclusión. Así que, actualmente aún se ob-
serva que las diferencias de género afectan la accesibilidad de los profesionales
contables para formar relaciones profesionales dentro su misma área y ocupar
cargos sostenibles en el tiempo.
Particularmente, en el contexto contable colombiano existe una escasez de
investigación sobre la sexualidad dentro de los estudios contables en general,
y casi nada sobre las sexualidades de lesbianas, gays, bisexuales, personas trans
(LGBTIQ+) en particular. Una de las razones de ello, se ubica en que los prin-
cipios contables actuales promueven el conservadurismo y la estandarización,
desalentando la desviación de las normas, lo que indica que dentro del sistema
contable dominante existente, los contadores han impuesto una técnica basa-
da en rituales ceremoniales que sigue ciegamente prácticas bien establecidas
(Ezzamel, 2009; Quattrone, 2015) manteniendo los tentáculos de patriarcado,
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)
192Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
acumulación de riqueza, colusión de poder, colonialismo económico y social
(Rumens, 2016), entre otras diversas prácticas que generan inequidades.
Sin embargo, en Colombia en lo que respecta a las mujeres existen ganan-
cias, pero también batallas que seguir, inicialmente el acceso de las mujeres a las
oportunidades educativas y su consiguiente participación en el mercado laboral
profesional, incluido el mundo académico, ha aumentado en Colombia durante
el último siglo. Según el aunque el porcentaje de mujeres matriculadas en las
universidades es mayor (un 55%) que el de los hombres, el personal docente y
los puestos de responsabilidad todavía están, en gran medida, en manos de
hombres, y solo el 18% de las universidades públicas de la región tienen rectoras.
Las mujeres están significativamente subrepresentadas en ciencias, ingeniería,
humanidades y ciencias naturales en Colombia (López-Aguirre, 2019). Aunque
hay evidencia del crecimiento en el número de educadoras en contabilidad a
finales del siglo XX (Morán, 2021), esto se limita en gran medida a los contextos
occidentales y no hay datos disponibles sobre el número de mujeres académicas
contables en Colombia. Los estudios han encontrado que las mujeres en la conta-
bilidad pública en Colombia están sujetas a importantes brechas salariales (Res-
trepo e Isaza, 2019) y también enfrentan barreras dentro del campo académico
y de investigación contable (González et al., 2020). La Figura 1 contextualiza los
aspectos históricos sobre la perspectiva de género en contabilidad.
Figura 1. Esquema – Historia Contaduría/Género. propia.
Fuente: elaboración propia
![](data:image/png;base64,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)
193Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
II.2. Aspectos claves sobre las diferencias de género en las
motivaciones o expectativas contables
En términos generales, las acciones individuales están motivadas por fac-
tores implícitos o explícitos. En palabras de Sassine y Hajj (2022), los motivos
implícitos son inconscientes e impulsan las acciones, mientras que los motivos
explícitos son auto-atribuidos y conscientes, por su parte, Larsen y Buss (2018)
explican que los motivos son impulsados por las necesidades. Dicho de otro
modo, cuando una persona necesita algo, crea una tensión interna, y su motiva-
ción es un impulso para reducir esta tensión y satisfacer esa necesidad.
En este sentido, entre los motivos que llevan a las personas a estudiar
contaduría pública, se resalta la recompensa económica, el reconocimiento
profesional, la autonomía, el poder de decisión, y el gran campo de acción que
soporta esta profesión. Sin embargo, como lo plantean Sassine y Hajj (2022),
estas motivaciones generalmente no son las mismas para todos los géneros,
es decir, factores tales como rasgos de personalidad, intereses, habilidades, en
correlación con las diferencias biológicas y sociales marcadas por las brechas
de género, pueden tener una influencia determinante en las motivaciones que
tienen las mujeres para ser contadoras, en relación con las de los hombres.
Sassine y Hajj (2022), establecen que las mujeres que se direccionan a es-
tudiar la carrera de contaduría pública lo hacen a partir de tres motivaciones:
necesidad de logro, poder y afiliación. Unido a ello, Larsen y Buss (2018) con-
sideran que estas razones son impulsadas por necesidades inconscientes. De
hecho, respecto a la motivación especifica de logro, Morán y Menezes (2016)
conciben que las personas presentan la expectativa de obtener excelentes re-
sultados estableciendo altos estándares y esforzándose por lograrlos; es decir,
existe una preocupación constante por hacer mejor las cosas; cuando una per-
sona tiene una motivación basada en la necesidad de logro busca sobresalir, ser
reconocida por esforzarse y, con base a ello, obtener una recompensa.
En términos de diferencias de género, los hombres y las mujeres con res-
pecto a la motivación de logro, son similares en cuanto al deseo de ser exito-
sos, competentes y mejorar, lo que difiere del estudio de Larsen y Buss (2018),
quienes consideran que cada género busca resultados de vida diferentes; por
ejemplo, para los hombres contables la necesidad de logro se direcciona a ob-
tener grandes resultados en empresas, mientras que, para la mujer contable,
la necesidad de logro se dirige a emplearse como contadora y tiene la expec-
tativa de que esta profesión le permita tener la flexibilidad laboral para tener
tiempo de calidad en familia. En línea con lo anterior, Sassine y Hajj (2022)
destacan que la necesidad de logro en los hombres se interpreta desde una
perspectiva individualista, mientras que las mujeres son más cooperativas y,
por lo tanto, se preocupan más por hacer avanzar a los grupos de trabajo en
![](data:image/png;base64,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)
194Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
los que se encuentran, que por sí mismas. Alrededor de ello, Nishiyama et al.
(2014) señalan que hay tres razones por las cuales más mujeres que hombres
ingresan a la profesión contable: libertad de ubicación, estatus social y estabi-
lidad de ingresos. Estas se relacionan directamente con la necesidad de logro,
pues las mujeres contables tienen la expectativa de resaltar en su profesión,
pero al tiempo, tener un equilibrio y estabilidad en su calidad de vida.
La motivación guiada por el poder se refiere a la posibilidad que tienen las
personas de influir en otras personas, ya sea para impresionarlas o controlarlas
(Araya y Pedreros, 2013). Así pues, según Rojas (2016), las personas tienen la
necesidad de ser reconocidas por sus actos y reconocimientos y, además, incitar
reacciones en los demás, ya sean positivas —como la admiración— o negativas
—como el miedo—.” En términos de diferencias de género frente a este tipo
de motivaciones no se perciben distinciones de forma directa respecto a cómo
los hombres y las mujeres buscan recibir poder social, ya que ambos géneros
pueden desear poder desde la admiración o el miedo. Sin embargo, en lo que
sí hay diferencias, según Sassine y Hajj (2022), es en que los hombres general-
mente son más impulsivos y arriesgados que las mujeres, lo que hace que estos
sustenten mayores cargos en los que ejercen poder, mientras que las mujeres
desde que eligen estudiar esta carrera visualizan el poder desde una perspectiva
se equidad de género y escalar a cargos donde puedan tener el control.
Finalmente, las motivaciones ligadas a la necesidad de afiliación se refieren
a la “preferencia o disposición recurrente para una interacción cálida, cercana
y comunicativa con los demás” (McAdams y Vaillant 1982, p.198). Según Larsen
y Buss (2018), las personas con este tipo de necesidad desean interacciones
significativas con otros seres humanos. Sassine y Hajj (2022), indican que este
tipo de motivaciones se identifican en mayor medida en las mujeres conta-
bles, quienes buscan a través de la carrera de contaduría pública, cumplir una
función social, ayudar a las empresas y con ello, al desarrollo económico del
Estado. Mientras que los hombres, generalmente, no integran esta necesidad
de aportar desde la integración con el otro. En complemento con esta idea,
Daves et al. (2017) explican que los hombres prefieren más que las mujeres las
oportunidades de ingresos, promoción, libertad, desafío, liderazgo y poder.
Por ende, las mujeres valoran más las relaciones interpersonales, la ayuda a
los demás y también prefieren los buenos horarios y la facilidad de desplaza-
miento, lo que sugiere un deseo de mayor flexibilidad y equilibrio. La Figura 2
muestra los aspectos claves sobre las diferencias de género en las motivacio-
nes o expectativas contables.
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195Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
Figura 2. Expectativas/Motivaciones hombres y mujeres contables
Fuente: elaboración propia.
III. Metodología
La presente investigación se realiza a partir del enfoque metodológico cuanti-
tativo. De acuerdo con Villamar (2015), la base epistemológica de este enfoque es
el positivismo, a partir del cual se plantea la producción de datos numéricos para
el abordaje de un fenómeno u objeto de estudio específico. Así mismo Babativa
(2017) expresa que este enfoque se pueden probar teorías e hipótesis sobre las
actitudes y comportamientos de los sujetos del estudio, ello a partir de la evi-
dencia numérica y estadística, en otras palabras, el enfoque cuantitativo permite
descubrir hechos sobre los fenómenos al asumir una realidad fija y medible.
Este estudio cuantitativo utiliza como instrumento un cuestionario para la
recolección de datos numéricos el cual está compuesto por opciones SI y NO,
con excepciones de algunas preguntas que tienen la opción de “algunas veces”.
En este caso, este instrumento cuenta con tres secciones: 1) información socio
demográfica de los participantes; 2) motivaciones o expectativas de los estu-
diantes, y 3) barreras de los estudiantes de Contaduría Pública de la Universidad
Católica Luis Amigó. Las preguntas vinculadas a la encuesta se construyeron
tomando como referencias los autores como Ogbonnaya (2015), Larsen y Buss
(2018) y Sassine y Hajj (2022).
![](data:image/png;base64,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)
196Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
Con relación a la población y muestra, la base de datos corresponde a los
estudiantes de la carrera de Contaduría Pública de la Universidad Católica Luis
Amigó de la ciudad de Medellín, que se compone de un total de 462 estu-
diantes. Para identificar la muestra aceptable que indica representatividad
estadística, se realiza un proceso de muestreo aleatorio simple, el cual con un
nivel de confianza del 99% y un nivel de riesgo del 5%, indica una muestra de
mínimo 52 sujetos a encuestar. Sin embargo, se obtuvo una población encues-
tada de 181 estudiantes.
A partir de los datos recolectados, se identificó que el 52% de los estudiantes
participantes son mujeres, mientras que el 32% son hombres y el 16% prefiere
no responder. Este hallazgo es coherente con lo señalado por Estrada (2022),
quien manifiesta que en la última década ha aumentado de forma sustancial las
matrículas universitarias de las mujeres en el programa de contaduría pública
en el país, de allí que, según la autora “en la profesión haya más mujeres que
hombres con tarjeta profesional y ejerciendo” (p.29) —
De igual modo, se identificó que la mayoría de los participantes representa-
dos por el 43 posee entre 16 y 24 años, y, solo el 1,8% tiene más de 54 años. De
acuerdo con el estudio de León y Roncancio (2007), los estudiantes de los pro-
gramas de Contaduría Pública, en términos generales, se encuentran dispersos
en un promedio de edad entre los 17 y 32 años, pues —precisamente— este
rango de edad es el que tiene mayor actividad en lo que respecta los estudios
de pregrado.
Posteriormente, se identifica que el 69% de los participantes son solteras o
solteros, mientras que el 18% se encuentra en unión libre y solo el 12% es casa-
do. En estudio de Lacarruba, et al. (2011), señalan que hay una correlación entre
el estado civil y la motivación y hábitos de estudio, ya que —por ejemplo— las
personas casadas tienden a tener un mejor hábito de lectura y tener mayor mo-
tivación a responder por sus compromisos académicos.
Otro de los factores analizados es el estrato socioeconómico. El 48% de
los participantes pertenece al estrato 3. En esta misma línea, se encontró
que solo el 39% de los participantes que trabajan ganan entre 1 y 2 salarios
mínimos legales mensuales vigentes (SMLMV); cabe resaltar que el 80% de los
participantes trabaja y el 19,82% no trabaja, esto refleja un nivel alto de em-
pleabilidad. Al explorar el sector económico en el cual laboran los estudian-
tes, se identifica que la mayoría, un 39,64%, hace parte del sector servicios;
sin embargo, un 24,32% restante no aplica, bien sea porque no trabaja o por-
que trabaja en otro sector (extractivo).
![](data:image/png;base64,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)
197Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
IV. Resultados
IV.1. Motivaciones o expectativas de los estudiantes de Contaduría
Pública
En este apartado se muestra el análisis de los resultados referidos a las
motivaciones o expectativas de los estudiantes de Contaduría Pública de la
Universidad Católica Luis Amigó respecto a su profesión. Cabe resaltar que los
datos obtenidos de cada estudiante sobre las categorías observadas fueron con-
frontados entre sí, teniendo en cuenta las respuestas favorables y desfavorables
en cada ítem.
Los resultados permiten identificar que una de las mayores motivaciones de
los participantes al estudiar el programa de Contaduría Pública es que esta pro-
fesión les permite tener flexibilidad laboral, afirmación que fue respaldada por
el 91% de los estudiantes. De igual modo, el 75,7% manifiesta que esta carrera
profesional les permite tener calidad de tiempo en familia. Loaiza y Narváez
(2018), indican que en la actualidad las firmas de contadores públicos tienden
a permitir horarios flexibles a sus empleados, ya que “aseguran que de esa for-
ma se contribuya a desarrollar su calidad de vida en el ámbito familiar y que,
posteriormente, los contadores trabajen de forma amena y sientan satisfacción
laboral” (p. 64).
Por su parte, Lozano et al. (2022), indican que algunos contadores y conta-
doras públicos también deciden ejercer su profesión desde la independencia y
trabajar por su propia cuenta, en aras de obtener flexibilidad horaria y tener
mayor tiempo en familia. Sin embargo, los autores advierten que este tipo de
profesionales contables por lo general son los más vulnerables a la informalidad
y por consiguiente a la baja remuneración de actividades.
Continuando con el análisis, un gran porcentaje de estudiantes, represen-
tado por el 84,7% indicó que su mayor motivación al estudiar el programa de
Contaduría Pública es obtener grandes resultados en las empresas. Al respecto,
Biuza y Caicedo (2012), manifiestan que los contadoreses públicos a menudo
sienten que su carrera profesional les permite escalar en grandes empresas por
su amplio campo de acción y el prestigio inherente a ella. Este último punto
se encuentra relacionado con otro de los resultados del estudio referido a la
motivación que vincula la posibilidad de obtener un cargo directivo en una or-
ganización, que para el caso del presente estudio este aspecto contó con una
favorabilidad del 65,8% (ver Figura 3).
![](data:image/png;base64,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)
198Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
Figura 3. Motivaciones o expectativas (Parte I)
Fuente: Elaboración propia.
Para la mayoría de los participantes, la carrera de Contaduría Pública les per-
mite ayudar a los demás. Según Guevara et al. (2022), en la última década los
profesionales contables están siendo más conscientes de su contribución a la
sociedad, más aún cuando se trata de actuaciones éticas y salvaguarda de los
intereses económicos públicos y privados. De lo anterior, que algunos profesio-
nales sientan afinidad y pertenencia por su profesión.
Vinculado a lo anterior, el 86,5% de los participantes indicó que la motivación
al momento de formarse como contadores públicos es que, en la praxis, pueden
tener buenas relaciones laborales con sus compañeros, además, relaciones
profesionales en el sector donde desarrollen sus actividades. Finalmente, se
logra constatar a través del análisis de los resultados que la mayor motivación
de los estudiantes al ser contadores públicos es tener oportunidades de mejores
ingresos, esto es argumentado por el 99,1% de los participantes. Rivera (2019),
expresa que el factor “salario” es uno de los aspectos que son tenidos en cuenta
por los profesionales contables, incluso antes que la vocación que tengan por la
carrera. La Figura 9, consolida los datos enunciados.
Figura 4. Motivaciones o expectativas (Parte II)
Fuente: Elaboración propia.
![](data:image/png;base64,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)
199Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
IV.2. Barreras de los estudiantes de Contaduría Pública de la
Universidad Católica Luis Amigó
De acuerdo con los resultados del estudio, una gran parte de los participan-
tes (69%), considera que la mayor barrera relacionada con el desarrollo de su ca-
rrera profesional es la inexperiencia laboral. Frente a este aspecto, es menester
citar el estudio de Oswald y Renold (2021) quienes destacan que los graduados
de la educación superior sin experiencia laboral no ingresan fácilmente al mer-
cado laboral, más aún cuando se trata de carreras como la Contaduría Pública,
en donde se sugieren competencias y conocimientos técnicos específicos que
son indispensables para el diseño, gestión y ejecución de estrategias económi-
cas y financieras en las empresas contratantes.
De igual modo, un alto porcentaje de participantes (70%), estuvo de acuer-
do en afirmar que la mayor barrera para el desarrollo de su carrera profesional
es la carga laboral. Desde la visión de Rendón y Toro (2018) por su amplio
campo de acción, los Contadores Públicos están expuestos a altos flujos de
trabajo, incluso, a que en las organizaciones donde presten sus servicios
les sean asignadas diversas tareas de corte administrativo, estratégico y en
ocasiones operacionales. Es importante resaltar que, si bien los contadoreses
cuentan con las habilidades, conocimientos y competencias para hacer frente
a los requerimientos de las organizaciones, su perfil debe estar definido; por
tanto, las actividades que le corresponden, de este modo, puede evitarse la
sobre carga y saturación laboral.
El 68% de los estudiantes que participaron en el estudio manifiestan que
otra barrera relevante es el desajuste educativo que se refiere al hecho de que
“os trabajadores tengan un nivel de educación que excede las exigencias para
el desempeño del cargo en una empresa. De allí, que algunos contadores públi-
cos no sean contratados, por ejemplo, para cargos de auxiliar contable bajo el
argumento de que se encuentran sobrecalificados. Por el contrario, egresados
de Contaduría Pública con el objetivo de tener experiencia o tener ingresos
mensuales, deciden aceptar bajos salarios (nivel técnico-tecnológico) contando
con un pregrado finalizado. Finalmente, los resultados mostraron que el 62% de
los encuestados afirma que una barrera adicional que perciben en su profesión
es la reducción de personal de las empresas, ya que esto dificulta su entrada y
permanencia al mercado laboral. Los anteriores resultados se muestran a conti-
nuación, en la Figura 5.
![](data:image/png;base64,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200Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
Figura 5. Barreras percibidas por los estudiantes de Contaduría Pública
Fuente: Elaboración propia.
IV.3. Diferencias de género de los estudiantes de Contaduría Pública
de la Universidad Católica Luis Amigó respecto a las motivaciones,
expectativas y barreras
Hasta este punto se han abordado en las motivaciones, expectativas y al-
gunas barreras generales que perciben los estudiantes de Contaduría Pública
respeto al desarrollo de su carrera. Es importante profundizar en las diferencias
de cómo los estudiantes hombres, mujeres y aquellos que hacen parte de la co-
munidad LGBTIQ+ perciben aquellos elementos trasversales al desarrollo de su
carrera, partiendo desde el enfoque de género.
IV.3.1. Percepciones de los estudiantes que se identifican como hombres
Los resultados demuestran que la barrera percibida concretamente por los
hombres participantes, de mayor relevancia es la presión por los desafíos labo-
rales (51%). Como lo explica Kawanishi (2015) “los hombres sienten más presión
laboral que las mujeres” (p.1), en la medida que sobre ellos recae la presión
social de hacer las cosas bien, dar lo mejor así esto les implique trabajar por
más horas y no tomar días libres. Según la autora “los hombres no solo se en-
cuentran en un momento particularmente presionado en sus carreras mientras
luchan por ascender en la escala, sino que tal vez incluso asuman más trabajo
o responsabilidades para demostrar su valía, pero muy a menudo también para
sostener a sus familias” (p.1).
Otra de las barreras percibidas por los hombres es la insatisfacción en las
relaciones interpersonales laborales (49%). Con relación a este tema, se encon-
tró que algunos hombres consideran que la masculinidad en el campo laboral se
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)
201Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
expresa en mostrarse fuertes y no solicitar apoyo para resolver sus dificultades
laborales. Lo anterior, no solo genera sentimiento de vacío, sino que, como lo
expresa Vancini (2017), puede generar insatisfacción en las relaciones interper-
sonales laborales.
El segundo factor relevante para los hombres (41%), está relacionado con
la insatisfacción en las relaciones interpersonales y es la autosuficiencia, esa
sensación que los hombres tienen de querer y poder hacer todo ellos solos, sin
necesitar de sus compañeros. El problema con la autosuficiencia, según Jiménez
y Tena (2007), es que en ocasiones oculta la fragilidad de la identidad masculina
dominante, ya que muchos hombres buscan mostrarse como fuertes, autorita-
rios, pero están constantemente amenazados por fuerzas sociales y económi-
cas, por ejemplo, ser exitoso a nivel laboral y ocupar un cargo directivo.
Finalmente, otro de los factores que fueron tenidos en cuenta es la compe-
tencia por estatus y poder entre contadores públicos, el cual fue afirmado solo
por el 36% de los participantes. Lo anterior, quiere decir que más que una compe-
tencia entre colegas se trata de una competencia con ellos mismos. Los hombres
contadores buscan hacer carrera y ascender sin partir de la base de ser mejor y
derrocar al otro. Los resultados se muestran, a continuación, en la Figura 6.
Figura 6. Barreras percibidas por los participantes hombres
Fuente: elaboración propia.
IV.3.2. Percepciones de los estudiantes que se identifican como mujeres
Al analizar los resultados se logra identificar que la mayoría de las estudian-
tes mujeres que participaron en el estudio (representadas por el 78%) están de
acuerdo en afirmar que la mayor barrera como contadoras públicas es el llamado
“techo de cristal”. Como lo mencionan Restrepo e Isaza (2018), el ascenso de la
mujer contable en las organizaciones está condicionado, principalmente, por la
estructura laboral de horarios inflexibles y a la forma en que fueron diseñados
los planes de carrera, los cuales generalmente no guardan equilibrio con la vida
personal y familiar de los empleados. De este modo, el hecho de ser mujer se
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)
202Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
vincula con la supuesta incapacidad de ellas para cumplir largas jornadas debido
a sus obligaciones en el hogar, bien sea como madre, hija o hermana cuidadora.
La segunda barrera mayor aceptada por parte de las mujeres (77%) corres-
ponde a las brechas salariales. Al revisar las cifras actuales en Colombia, las
mujeres tienen más participación en el mercado laboral, pero ganan menos que
los hombres, con una brecha del 34,2%” (DANE, 2023, párr.7). Si bien estas cifras
son generales, brindan una idea de la problemática que aun impera en el país
respecto a las brechas salariales y de la cual no escapa la mujer contable.
Otra de las barreras que fueron afirmadas por las participantes en un 70% es
el síndrome de la abeja reina que, como se identificó de forma precedente, es el
[…] fenómeno por el cual, mujeres que ocupan altos cargos dentro de las organiza-
ciones siendo mujeres tradicionales, opuestas a los movimientos feministas, que atribu-
yen su éxito profesional a méritos propios y no al ‘sistema’ y con la clara preferencia de
rodearse de hombres a la hora de trabajar (García, 2013, p. 15),
Formando así un techo de cristal hacia las mismas mujeres. Este síndrome
afecta de forma inconmensurable a las mujeres en una doble vía: por un lado,
las “abejas” quienes se ven sometidas, infravaloradas e imposibilitadas de ascen-
der hacia la posición de la reina. Por otro lado, la “abeja reina” quien debe sope-
sar una extrema carga laboral, mayores responsabilidades, además, debido a su
afán por ser el centro de atención y resaltar por encima de las demás comienza
a desarrollar comportamientos pasivo-agresivos en contra de sus compañeras,
lo que genera una fractura en el clima organizacional y en las relaciones inter-
personales laborales.
Finalmente, el último obstáculo, con un 60%, son las brechas en planes de
carrera que, como se logró identificar de forma precedente, se relaciona en
algunos casos con el techo de cristal y el síndrome de la abeja reina, lo que
demuestra exclusión y discriminación laboral por motivo de género. Los resulta-
dos se muestran en la Figura 7.
Figura 7. Barreras percibidas por las participantes mujeres
Fuente: elaboración propia.
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)
203Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
IV.3.3. Percepciones de los estudiantes que se identifican como parte de la
comunidad LGBTIQ+
Algunas de las barreras del desarrollo de la profesión contable con mayor
calificación entre los participantes de la comunidad LGBTIQ+ son la percep-
ción del trato diferenciado (86%) y exclusión laboral (73%). Ambos factores se
relacionan e indican que, para las personas que hacen parte de esta comunidad,
el mayor reto es sentirse aceptados en las organizaciones y ser tratados de la
misma manera que sus compañeros heterosexuales.
Particularmente, frente a la percepción de trato diferenciado, Ortega (2019),
señala que el estigma anticipado y las percepciones de la orientación sexual se
consolidan como un obstáculo potencial en el trabajo que hace que algunos em-
pleados tomen una posición de resistencia o rechazo frente a los compañeros
que hacen parte de la comunidad LGBTIQ+. Según el autor, en el lugar de trabajo
pueden desarrollarse lo que se conoce como el estigma anticipado, el cual ocu-
rre cuando una persona cree que podría recibir un trato negativo por parte de
los demás si estos llegaran a conocer ese rasgo o característica de su persona,
de allí que, generalmente dicha persona decida ocultar sus preferencias sexuales;
además, este estigma corresponde a la estructura patriarcal y heteronormada
que es violenta con otras expresiones de género. De igual modo, Ortega (2019),
plantea que en el lugar de trabajo se puede desarrollar estigma internalizado, el
cual sucede cuando una persona considera que los estereotipos negativos sobre
ciertas identidades aplican a sí mismo, por tanto, percibe que es tratado de for-
ma diferente a las demás personas con las que comparte en un contexto.
Por otra parte, frente a la exclusión laboral, Barrera et al. (2022) indican que
“la discriminación laboral a personas homosexuales impide u obstaculiza el
crecimiento o estabilidad económica de una persona por motivos de orienta-
ción sexual” (p. 8). El problema es que algunas de estas personas deciden no
manifestarse tal como son y, de este modo, seguir los patrones de normalidad
y no ser excluido, lo cual puede generar graves crisis de identidad y problemas
emocionales que repercuten en su salud y afectan sus procesos laborales. De
acuerdo con Quinn y Earnshaw (2013), las personas LGBTIQ+ pueden experi-
mentar situaciones de discriminación directa, por ejemplo, al ser rechazadas en
una búsqueda de empleo o, una vez está contrataas, ser excluidas en los espa-
cios de integración laboral —a la hora del almuerzo, en reuniones, actividades,
etcétera—, con pretexto de la orientación sexual. De igual modo, estos signos
de exclusión se identifican cuando se escuchan insultos hacia terceros, relativos
a su sexualidad u otro pretexto discriminatorio.
También, el 54% de los participantes manifestó que una gran barrera es el
acoso laboral. Prince (2021) manifiesta que “tres de cada cuatro personas LGB-
TIQ+ que viven en América Latina, sufrieron al menos una situación de acoso
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)
204Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
en el ámbito laboral en el último año” (p. 280). Este es un fenómeno extendido
que impide que gran parte de la comunidad LGBTIQ+ pueda trabajar en condi-
ciones dignas, ya que en el ambiente laboral se puede llegar a percibir a menudo
acoso simbólico y acoso directo de forma sistemática. Finalmente, el 46% de los
participantes resaltó la barrera de “dificultad para entablar relaciones interper-
sonales”. Al respecto, Arévalo, et al. (2011), indicó que esto sucede al no sentirse
con la seguridad y confianza para socializar con sus compañeros de trabajo
debido a que la estructura patriarcal y heteronormada que es violenta con otras
expresiones de género (ver Figura 8).
Figura 8. Barreras percibidas por las participantes comunidad LGBTIQ+
Fuente: Elaboración propia (2023)
Al contrastar los hallazgos de esta población con relación a los hallazgos
de los hombres, se identifica que, la comunidad LGBTIQ+ más allá de querer
ganar estatus y ser autosuficiente, busca aceptación y entablar relaciones inter-
personales de valor. Bajo esta perspectiva, en general los empleados LGBTIQ+
buscan ser respetados sin la pretensión de ocupar altos cargos o superar a sus
compañeros, sino de ser aceptados y no percibir un trato diferenciado a causa
de su orientación sexual.
De igual modo, al efectuar la comparación con los hallazgos de las mujeres,
se puede identificar que tiene en común la exclusión y, por tanto, se pueden re-
plicar en la comunidad LGBTIQ+ factores como el techo de cristal, las brechas
salariales y de planes de carrera. Dicho de otra manera, la comunidad LGBTIQ+
además de lidiar con la exclusión y minimización de sus habilidades por motivos
de orientación sexual, también en encuentra barreras como dificultad para as-
cender y brechas en cuanto al pago de su trabajo.
![](data:image/png;base64,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)
205Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
V. Conclusiones
Algunos de los elementos que influyen de forma decisiva en los procesos
de aprendizaje, en la permanencia universitaria y, en general, en la calidad y
el desarrollo de los estudiantes de Contaduría Pública, son: las motivaciones,
las expectativas y las barreras percibidas por los profesionales en formación.
Profundizar en cada uno de los elementos mencionados, permite concluir que
estos se encuentran condicionados por factores intrínsecos, como es el caso la
vocación, habilidades personales o ideologías individuales; y factores extrínse-
cos, que se relacionan, por ejemplo, con tendencias sociales y económicas pro-
pias del mercado, pero también la estructura patriarcal y heteronormativa, que
son tomadas en cuenta por los estudiantes a la hora de emprender y culminar
una carrera profesional. Además, que, tanto los factores intrínsecos como ex-
trínsecos pueden cambiar en función de las diferencias de género de quienes los
perciben. Dicho de otro modo, tanto las motivaciones, como las expectativas y
las barreras de la profesión contable pueden variar de acuerdo con el género de
los estudiantes.
Al ahondar particularmente en las motivaciones y expectativas de los estu-
diantes de Contaduría Pública de la Universidad Católica Luis Amigó respecto
a su profesión, se analizó que la mayor parte de las motivaciones encontradas
se relacionan con la flexibilidad laboral, el amplio campo de acción que posee
la carrera y el componente económico. Bajo esta perspectiva, los estudiantes
buscan ejercer la profesión contable ya que esta les permite tener una balance
personal-familiar-laboral, además, tienen la expectativa de que dicha carrera
también les posibilite tener un buen nivel de ingresos y prestigio profesional.
Cabe resaltar que los participantes asignaron una valoración menor a las moti-
vaciones y expectativas relacionadas con obtener un cargo directivo en una or-
ganización, tener buenas relaciones laborales o ayudar a los demás en el sector
donde desarrollen sus actividades.
Ahora bien, respecto a las barreras de los estudiantes de Contaduría Pública,
se puede concluir que la mayoría de ellos perciben que la principal barrera es
la inexperiencia laboral, seguido de factores como la carga laboral, el desajuste
educativo, la reducción de personal de las empresas. La inexperiencia laboral se
explica porque gran parte de los estudiantes que finalizan sus estudios no han
trabajado de forma precedente o no cuentan con el mínimo de experiencia que
piden como requisito las empresas en sus aspirantes al puesto ofertado, pese a
que han realizado sus prácticas profesionales. Cabe resaltar que la barrera de la
inexperiencia laboral puede categorizarse como genérica, que afecta no solo a
los profesionales contables, sino a diversos profesionales en diversas áreas.
En el caso de las mujeres contables, las motivaciones están vinculadas al
sentimiento de logro y la flexibilidad laboral, y las barreras identificadas se re-
![](data:image/png;base64,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)
206Diferencias de género en las motivaciones, expectativas y barreras de los estudiantes...
Castaño, A., Chamorro, C., Muñoz, L., & Lopez, I.
lacionan con el fenómeno del “techo de cristal”, las brechas salariales, el síndro-
me de la abeja reina y dificultades en planes de carrera. Las anteriores barreras
tienen un elemento en común: la exclusión por motivos de género, es decir, las
barreras que las mujeres contables perciben están vinculadas al hecho de que
estas pueden tener menos competencias, menos disponibilidad por sus res-
ponsabilidades en el hogar, menos capacidad de gestionar equipos, entre otras
premisas basadas en ideologías sexistas, alineadas con el patriarcado que, si
bien se ha demostrado que no tienen fundamento científico, aún siguen inser-
tas en la sociedad. Esto se debe en gran parte por el imaginario general del rol
desempañado por la mujer, además, por la latente discriminación que provenía
de clientes, compañeros de trabajo y empleadores, naturalizando los obstáculos
de su participación en el mercado laboral. Adicionalmente, las instituciones pa-
triarcales favorecen a los hombres y los preceptos masculinos y efectivamente
excluyen o reducen la plena participación de las mujeres (Galazzi et al., 2023).
Al explorar los resultados relacionados con las barreras percibidas por las
personas LGBTIQ+, se identifica que la mayor barrera es la percepción del tra-
to diferenciado, seguida por la exclusión laboral. Algunos de los participantes
manifestaron que se sienten minimizados por su orientación sexual, lo cual
les dificulta el desarrollo óptimo de sus relaciones laborales, además, puede
afectar su seguridad y autoestima. De igual forma, la exclusión laboral, se
vislumbra a partir de elementos como techo de cristal, brechas salariales y
brechas en planes de carrera.
Es importante resaltar que una de las limitaciones del presente estudio es
que se realizó en una sola universidad con una cohorte de estudiantes, lo que
claramente impacta en la generalización de los hallazgos. Sería muy interesante
ampliar este estudio a otras universidades en la ciudad de Medellín e incluso,
realizar también una comparación internacional, para entender a profundidad
las motivaciones, expectativas y barreras y como estos cambian en función del
género de los estudiantes.
Como recomendación de estudios futuros, es importante desarrollar una
investigación propiamente cualitativa, ya que esta brindaría la oportunidad de
enriquecer los hallazgos del estudio actual al profundizar en las experiencias
de los estudiantes por medio de entrevistas o grupos focales. En particular,
las investigaciones futuras pueden centrarse en los estudiantes que tienen
dificultades y en aquellos que indican sentirse desmotivados para continuar
con el programa de Contaduría Pública. De igual manera, en estos estudios
futuros se debe priorizar en el análisis la relación entre los factores intrínsecos,
extrínsecos que pueden influir en las motivaciones, expectativas y las barreras
percibidas, teniendo como variable transversal el género de los estudiantes.
![](data:image/png;base64,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)
207Contaduría U niversidad de A ntioquia – N o. 84. Medellín, enero-junio de 2024
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files/investigaciones/genero/publicaciones/mujeres-y-hombre-brechas-de-genero-
colombia-informe-2daEdicion.pdf
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)
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)
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RE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEBAhP0AAQIECBCIBEQ4gjdLgAABAgRE2A8QIECAAIFIQIQjeLMECBAgQECE/QABAgQIEIgERDiCN0uAAAECBETYDxAgQIAAgUhAhCN4swQIECBAQIT9AAECBAgQiAREOII3S4AAAQIERNgPECBAgACBSECEI3izBAgQIEDgAraRYMkuurUbAAAAAElFTkSuQmCC)
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)
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