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Enero - Abril 2022 • Vol. 1 Nº 1 Universidad Ciencias Empresariales ISSN:
DOI:
https://doi.org/10.55833/jmm.v1i1.16
Página 3 de 15
los fracasos en el emprendimiento, aparecen
argumentos ligados estrictamente a los negocios
en su etapa de funcionamiento, como la escasez
de recurso humano calificado, o comprometido; la
dificultad en los proceso de formalización, la carga
tributaria o la falta de incentivos tributarios, e
incluso que los procesos y la tecnología detrás de
estos no son los adecuados, sin reparar, quizá por
su obviedad, que la principal causa está
relacionada a la falta de armonía entre el producto
que se ofrece y lo que el mercado requiere.
Es este último punto el que la información atiende
y que muchas veces se omite debido a que es un
proceso precedente al producto y a la empresa,
pero cuyo acceso y análisis son fundamentales
para hacer sintonizar las propuestas de valor que
se originan en la versión beta del bien o servicio y
las necesidades reales del mercado que será
atendido durante el horizonte de tiempo que el
negocio exista o subsista.
En el Perú existe muy poca información de
mercado relevante para la toma de decisiones, y
la que existe, es de muy difícil acceso debido a su
carácter exclusivo al originarse a solicitud de las
grandes empresas. La información pública,
generalmente proporcionada por el Instituto
Nacional de Estadística e Informática - INEI,
contribuye a dimensionar o caracterizar mercados
desde una perspectiva geográfica, o en el mejor
de los casos demográfica, sin llegar a entregar
información exhaustiva de índole cuantitativo o
cualitativo.
Esta escasez, se intensifica aún más en las
regiones distintas a la capital, en las que es
imposible caracterizar grupos homogéneos con
necesidades transversales y que reaccionan de
forma parecida a una propuesta de valor, lo que
en la disciplina del marketing se conoce como
grupo objetivo, segmento objetivo o target.
A dicha carencia de información se le puede
atribuir, en mayor o menor grado, la falta de
idoneidad de las propuestas de valor que
construyen los emprendedores para atender a los
grupos objetivos seleccionados, que sucumben
por falta de conocimiento de la cultura,
costumbres, alimentación, vivienda, vestimenta,
creencias religiosas, elementos de transporte,
economía, saberes e intereses (Peralta, 2019) de
los mismos.
En ese escenario, la etnografía, como
metodología de carácter cualitativo, aporta datos
que se constituyen en información valiosa para la
toma de decisiones empresariales, sobre todo de
índole comercial. Así, para Restrepo (2018), la
etnografía se puede definir como la descripción de
lo que una gente hace desde la perspectiva de la
misma gente. Esto quiere decir que a un estudio
etnográfico le interesan tanto las prácticas (lo que
la gente hace) como los significados que estas
prácticas adquieren para quienes las realizan (la
perspectiva de la gente sobre estas prácticas).
Interiorizado lo anterior, se entiende que la
etnografía como herramienta para la investigación