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)
Citar así: Hernández-Bowen, L. (2020). Reflexiones sobre Filosofía y la Realidad Científica. Revista Tecnológica-
Educativa Docentes 2.0, 8(2), 34-38, DOI: https://doi.org/10.37843/rted.v8i2.151
Reflexiones sobre Filosofía y la
Realidad Científica
empáticamente el sentir o pensamiento del
actor, por cuanto concibe las ciencias sociales
como estudio de individuos no de grupos.
Lo mismo ocurre con las orientaciones
epistemológicas, por cuanto en Grecia se
basaba en los postulados del racionalismo, es
decir consideró el conocimiento verdadero al
derivado de procesos mentales del
razonamiento humano, negando así tal validez
a los conocimientos empíricos. Por ello no es
de extrañar al evolucionar, el pensamiento
filosófico griego fuera hacia corrientes basadas
en el pensamiento, como forma de explicación
de lo real articulado con el estudio del
conocimiento.
Fundamentalmente, hablar de filosofía e
investigación implica directamente referir al
ámbito científico, por cuanto los procesos de
investigación deben atender a estándares
válidos para garantizar en sus aportes,
parámetros comprobados desde donde se
oriente su accionar como generación de
conocimientos válidos, aspecto directamente
relacionado con la epistemología. Es claro hoy
en día dentro de los entornos doctorales
desarrollados en los países no anglosajones, es
necesario buscar conocimientos epistémicos,
marcando distancia del conocimiento vulgar o
gnoseológico. Ese conocimiento es parte de los
abordajes de las teorías filosóficas.
Ahora bien, no podemos afirmar en
forma absoluta como generalizada en las
tendencias actuales al referir a una
epistemología es hablar de filosofía, toda vez
existe una tendencia sobre desvincular
epistemología de filosofía. En un primer
momento, conocemos el vínculo entre
epistemología, filosofía vinculada al concepto
de filosofía de la ciencia, pero luego esta
relación ha cambiado, siendo ratificado en
tendencias recientes por el surgimiento de la
epistemología naturalizada, liderada por Quine
enmarcada en el posicionamiento desde una
epistemología naturalizada, cognitiva,
evolucionista.
Es por ello necesario realizar el abordaje de
esta temática, a fin de identificar las
orientaciones conceptuales para sustentan las
reflexiones realizadas sobre el particular.
En este sentido, al inicio del artículo, fue
abordado el aspecto principal para esta labor
fundamental que cumple toda investigación
como debería ser, brindar soluciones a los
problemas existentes dentro del contexto
social.
Pero existen otros aspectos integrados al
propósito de investigación, como el
descubrimiento de algo desconocido Sierra
(1991), solución de un problema de
conocimiento (Sabino, 2002, p. 34). Sobre este
particular concluye Arias (2012) que la
investigación implica: “a) Descubrimiento de
algún aspecto de la realidad. b) La producción
de un nuevo conocimiento, el cual puede estar
dirigido a incrementar los postulados teóricos
de una determinada ciencia (investigación pura
o básica; o puede tener una aplicación
inmediata en la solución de problemas
piráticos (investigación aplicada)”. (p. 12).
Siendo estos los propósitos implícitos en
la función de investigar, vemos como el papel
de la filosofía ha venido deslastrándose de los
conceptos de ciencia, epistemología y por ende
de investigar. Al respecto, afirma Padrón
(2013) al referirse a las nociones de filosofía
como epistemología:
Su presupuesto conceptual es que se trata
de una rama incluida en la Filosofía,
sinónimo, hasta donde puede inferirse, de
Filosofía de la Ciencia. El hecho de estar
incluida dentro de la Filosofía tiene
muchas implicaciones, una de las cuales
resulta clave para poder entender la
epistemología evolucionista. Como
sabemos, la mayoría de las disciplinas que
actualmente consideramos como Ciencias
autónomas en un principio pertenecieron a
la filosofía, pero abandonaron esa cuna
desde el momento en que cada una de ellas
encontró su universo de correlatos
empíricos y sus esquemas metodológicos
de recolección de datos, de construcción
teórica y de contrastación (fuera formal o
empírica). (p. 23).
Refiere al ejemplo de ciencias como la
física, siendo en un principio vinculada a
corrientes filosóficas, pero luego encontró su
autonomía dentro de los estándares científicos,
adoptando herramientas como mecanismo para