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)
32
Realidad Empresarial N° 13, Enero-Junio 2022
ANÁLISIS
Principios necesarios en entorno a la
deconstrucción en el marketing
ISSN 2789-2689 (en línea) - ISSN 2415-5721 (impreso)
decorativo. Esto reafi rma que estos 4 estereotipos son
los que principalmente se utilizan para representar a
la mujer en la publicidad (Dallman 2001, Matthes et
al.,2016; Nassif & Gunter, 2008; Paek et al.2010).
Otro elemento que vuelve importante el estudio de esta
temática desde esta perspectiva es que, en El Salvador,
el uso de la imagen estereotipada de la mujer en la
publicidad está defi nida como violencia simbólica en
la ley y, en concreto, constituye un tipo de violencia
contra las mujeres (ISDEMU, 2013). Aquí radica la
importancia de centrar el estudio en esta variable y
de analizar las percepciones que tienen diferentes
actores -profesionales y estudiantes de marketing de
El Salvador-acerca de las imágenes estereotipadas de
las mujeres utilizadas en la publicidad, y cómo estas
percepciones han sido influenciadas por la formación y
la educación en esta disciplina.
Estrategia metodológica
D
ebido a que el interés principal de este estudio
es la comprensión más profunda y extensa de
la problemática antes planteada, el enfoque bajo
el cual se ha desarrollado es de tipo cualitativo. Este
enfoque permite estudiar e interpretar a profundidad
las opiniones de quienes han sido sujetos de estudio
con relación a su percepción sobre el marketing y
específi camente la publicidad y las representaciones
estereotipadas o violentas que se pueden encontrar en
ella.
La metodología de tipo cualitativo, de acuerdo con
Ruíz (2012), se defi ne como una recolección de datos
sin medición numérica estadística. Tiene como tarea
y fi nalidad la interpretación, comprensión, descripción
y observación de fenómenos. Es decir, enfatiza lo
interior —lo subjetivo- y por supuesto, el signifi cado
que un fenómeno posee para los seres humanos. Por
lo tanto, la interacción humana es la fuente principal
en la producción de conocimiento, otorgando especial
atención al sentido que diversos eventos y situaciones
cotidianas poseen. Se desarrolló un diseño de tipo
“fenomenológico”, pues se parte de la noción donde
una misma experiencia tiene diversas formas de ser
interpretada, pues cada situación, es única e irrepetible,
así como el conjunto de condicionamientos, y contextos,
los cuales se presentan en diferentes matices (Ruíz,
2012; Neuman, 2014).
Además, la estrategia metodológica se ha desarrollado
en tres fases: la primera, corresponde a una revisión
bibliográfi ca no sistemática del tema donde ha
sido posible defi nir y contextualizar los conceptos
relacionados al marketing, estereotipos, ética y aspectos
legales, además, se ha hecho una revisión de estudios
previos relacionados con la concepción del marketing
tradicional. Esto ha permitido la comprensión de los
aspectos teóricos y su relación con las opiniones que
se analizan en este estudio.
La segunda fase corresponde a la aplicación de la técnica
del grupo focal. Kitzinger (1995) lo defi ne como una
forma de entrevista grupal que utiliza la comunicación
entre investigador y participantes con el propósito de
obtener información. La técnica es particularmente útil
para explorar los conocimientos y experiencias de las
personas en un ambiente de interacción que permite
examinar lo que la persona piensa, cómo piensa y por
qué piensa de esa manera, además, permite recoger la
información en un tiempo relativamente corto (Hamui-
Sutton & Varela-Ruiz, 2013).
Se desarrollaron dos grupos de enfoque con dos
perfi les diferentes. El primero con hombres y mujeres
profesionales dedicados al marketing y el segundo perfi l
era de hombres y mujeres consumidores fi nales. Para
ambos grupos se elaboró el mismo guion de preguntas
para cada grupo para poder contrastar las opiniones de
ambos perfi les. El proceso de desarrollo del grupo focal
consistió en mostrar dos imágenes publicitarias donde
aparecían mujeres como protagonistas. Se mostraron
las mismas dos imágenes a cada grupo y se recolectó
información acerca de la percepción que tenían de ellas
a través del desarrollo de las preguntas del cuestionario.
Los perfi les considerados se describen a continuación:
percepciones han sido influenciadas por la formación y
la educación en esta disciplina.
ebido a que el interés principal de este estudio
es la comprensión más profunda y extensa de
la problemática antes planteada, el enfoque bajo
el cual se ha desarrollado es de tipo cualitativo. Este
ambos grupos se elaboró el mismo guion de preguntas
para cada grupo para poder contrastar las opiniones de
ambos perfi les. El proceso de desarrollo del grupo focal
consistió en mostrar dos imágenes publicitarias donde
aparecían mujeres como protagonistas. Se mostraron
las mismas dos imágenes a cada grupo y se recolectó
información acerca de la percepción que tenían de ellas
a través del desarrollo de las preguntas del cuestionario.