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La estimulación sensorial como fundamento estructural del proceso de
enseñanza-aprendizaje en la primera infancia
Revista Criterios - 30 (2) Julio - Diciembre 2023 Rev. Criterios - pp. 207-226
ISSN: 0121-8670, ISSN Electrónico: 2256-1161,
https://doi.org/10.31948/rev.criterios
Universidad Mariana, San Juan de Pasto, Nariño, Colombia.
Leydi Paola Mosquera Jiménez
213
etc. Este es el lugar donde se condiciona su
desarrollo intelectual. Montessori armaba que
la inteligencia es el conjunto de actividades
reejas, asociativas y reproductoras que
permiten al espíritu desarrollarse según sus
relaciones con el mundo exterior, de tal modo
que el medio escolar condicionaría, en cierta
medida, el desarrollo intelectual. De ahí, su
preocupación por el ‘ambiente’ en el que el niño
evoluciona, recibiendo impresiones, placeres,
dolores, físicos y psicológicos.
Por su parte, Comenio (1998) armó que la
educación en la primera infancia es como el
arte de hacer germinar las semillas interiores
que son desarrolladas no por incubación, sino
cuando son estimuladas con experiencias
oportunas, sucientemente variadas, ricas y
sentidas siempre como nuevas, incluso por
quien las enseña.
Se deduce claramente que, la condición del
hombre y la de la planta son semejantes,
pues, así como un árbol frutal (manzano,
peral, higuera, vid) puede desarrollarse por sí
mismo, pero silvestre y dando frutos silvestres
también, es necesario que, si ha de dar frutos
agradables y dulces, sea plantado, regado y
podado por un experto agricultor. De igual
modo, el hombre se desarrolla por sí mismo
en su gura humana (como todo bruto en
la suya), pero no puede llegar a ser animal
racional, sabio, honesto y piadoso, sin la
previa plantación de los injertos de sabiduría,
honestidad y piedad.
Desde este postulado, se desprende el método
pedagógico basado en la observación de los
procesos de desarrollo de los sentidos naturales
y la razón en los niños y jóvenes. Comenio
(1998) consideró importante el aprendizaje
a través de los sentidos, para lograr nuevos
conocimientos y reforzar los ya existentes. Uno
de sus principios sostiene que la educación debe
comenzar durante los primeros años de vida,
que es donde se adquiere los conocimientos
básicos y fundamentales para el resto de la vida.
Así, es en la infancia donde se debe comenzar
el aprendizaje a través de la estimulación de
los sentidos que son los canales receptores de
información. Otro de sus principios sostiene
que todo conocimiento se apoya sobre las
sensaciones, razón por la cual la intuición debe
acompañar a la enseñanza.
En esta misma línea, la teoría de Decroly
(como se cita en Besse, 2011) expone un
modelo cientíco positivista y racionalista
basado en las ciencias biológicas, donde da
especial importancia a la naturaleza. Este
pedagogo elaboró un conjunto de prácticas
que son resumidas en los centros de interés: el
método video visual de lectura y la distribución
de las secuencias de aprendizaje según los tres
tiempos: observación, asociación y expresión.
Su opinión acerca de la libertad en la educación
era dejar libre al niño, permitiéndole manifestar
sus tendencias favorables. Uno de sus principios
pedagógicos dice que es conveniente emplear
en la estimulación sensorial de los niños,
animales, vegetales, texturas, olores y sabores
naturales para que ellos puedan observar
directamente y así, tener sus experiencias de
manera real.
De otra parte, al hablar de las teorías del
aprendizaje, es necesario citar a Vigotski
(como se cita en Logroño, 2016), quien hace
una propuesta pedagógica anclada en la
ciencia psicológica que estudia la evolución de
las etapas mentales en los seres humanos. En
su perspectiva de la educación y del mundo,
plantea que el proceso de enseñanza consiste
en una construcción continua del mundo que
realizan los estudiantes; es decir, construcción
de conocimiento en los niños, paso a paso,
analizando y revisando las ideas que provienen
del exterior; de esta manera el niño se enfrenta
a un condicionamiento sociocultural que
determina, en gran parte, las posibilidades de
su desarrollo. Así, la percepción, el pensamiento
y la memoria son concebidos como procesos
fuertemente inuenciados por el entorno social
que ofrece formas de clasicación, descripción
y conceptualización, que se diferencian de
acuerdo con la cultura en la que el ser humano
se ha desarrollado.
Según la teoría vigotskiana, el niño en su proceso
de desarrollo se apropia de los elementos de
la experiencia cultural, con las costumbres y
formas de comportamientos de su entorno
social. En lo concerniente al campo educativo,
Vigotski (como se cita en Logroño, 2016) dio
aportes fundamentales respecto a percepción,
voluntad y aprendizaje. En sus postulados
describe y analiza la forma como los procesos
evolutivos son llevados a cabo dentro de lo que
se denomina ‘evolución natural’. Sin embargo,
su interés se centró en cómo estos procesos
son intervenidos positiva o negativamente en
la educación.
García (1989) sostiene que Piaget, en su obra
La formación de la inteligencia, cuestiona la
enseñanza tradicional y la incapacidad de estos
métodos para permitir el desarrollo del espíritu
experimental en las personas. Este teórico dice
que la experiencia es un factor de primer orden