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1
NOTAS DEL DIRECTOR
DIRECTOR'S NOTES
Mtro. Rúsbel Freddy Ramos Serrano
rusbel.ramos@unh.edu.pe
https://orcid.org/0000-0003-2352-1848
abemos que la palabra oeconomicus (Oικονoμικός) es un diálogo socrático del escritor griego
Jenofonte que trata sobre la economía agrícola y la doméstica. En ésta, sus primeras líneas
representan un lente relevante para el discernimiento de la historia intelectual y sociopolítica
de la Atenas clásica. Del mismo modo, el diálogo asume temas cómo las características de los
seres terrenales, sus interacciones, su vida apacible frente a una más viva, la esclavitud, la
educación y por supuesto la religión. Algunos investigadores como Strauss (1970) sitúan la
composición de este texto en los últimos años de la vida de Jenofonte, quizá en el 362 a. C. A
manera de resumen, este diálogo contextualiza una conversación entre Sócrates y Critóbulo, el
hijo de Critón. En él, Sócrates riñe sobre la idea de riqueza, y la asemeja con el bienestar que claro
está, no sólo en las cosas materiales que tenemos. Relaciona dinámicamente el consumo y el
trabajo riguroso con la idea de bienestar prosperidad dentro de la economía familiar.
La fecha de composición de este acápite de la obra en mención no podría situarse antes del 401
a. C., debido a que en el año 418 hay una reseña del combate de Cunaxa
. Cuando Cristóbulo
preguntó por las actividades afines con la gestión de la economía familiar, Sócrates confesó su
desconocimiento e ignorancia sobre esta premisa, sin embargo, refirió lo que escuchó al respecto
de un próspero y floreciente granjero de nombre Iscómaco. En la conversación mencionada por
Sócrates, Iscómaco describe la metodología que utilizó para educar a su esposa en la gobernación
del hogar, sus costumbres en el gobierno de los esclavos, así como la tecnología empleada en las
granjas de cultivo (Kaveh, 2007). Bajo este ligero resumen, hemos querido dirigir nuestros
esfuerzos en producir y generar un material que dialogue con nuestros estudiantes y público
lector, y hacer que en las páginas de Oeconomicus surja el interés por la investigación. En este
sentido, Oeconomicus es una revista de investigación en ciencias sociales creada y editada por la
Escuela Profesional de Economía de la Facultad de Ciencias Empresariales de la Universidad
Nacional de Huancavelica desde el año 2019. Nuestra propuesta pretende ser una guía de
consulta y orientación dirigida a estudiantes y público interesado en temas sociales y económicos.
De esta manera, nuestra revista se dirige a toda nuestra comunidad universitaria en su conjunto,
difundiendo investigaciones de nuestros docentes y egresados en esta oportunidad.
Cunaxa fue un enfrentamiento armado que tuvo lugar el 03 de septiembre del 401 a. C. en Cunaxa, aldea a unos 70 km al
norte de Babilonia, entre los ejércitos del rey persa Artajerjes II y del hermano menor del rey, el príncipe Ciro el Joven.
Revista Oeconomicus UNH (2021), Vol. 1, Núm. 1, pp. 1 - 2
ISSN: 2955-859X (En línea)
DOI : https://doi.org/10.54943/revoec.v1i1.122