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)
Visión Articial para Reconocimiento de Mangos exportables Utilizando Redes Neuronales
39
PAIDEIA XXI
using others mangoes that can have or not an ideal form. If the neural network
trained recognizes adequately the form of the mango, we can say we have achie-
ved our goal.
Key Words: Articial Vision, Articial Neural Networks, Pattern Recognition,
Mangoes Quality Recognition.
1. INTRODUCCIÓN
La visión articial cada día tiene
más aplicaciones, y muchas veces se
ha logrado que sea más precisa y rápi-
da que la visión humana.
En el proceso de selección de man-
gos de calidad, la forma que tiene el
mango es considerada como muy im-
portante. Actualmente, uno de los cri-
terios de selección para establecer la
calidad de los mangos de exportación
es la forma de dicha fruta. Este pro-
ceso es realizado manualmente por
un grupo de personas especializadas,
pero, a pesar de que lo realizan con
mucho cuidado, siempre existen már-
genes de errores considerables, lo que
afecta importantemente en el negocio.
En este artículo, mostramos un
procedimiento en el cual, una compu-
tadora captura mediante una cámara
digital la imagen de un mango y, luego
de un procesamiento previo basado en
redes neuronales, se puede conocer si
es un mango con una forma ideal de
calidad o no lo es.
2. SELECCIÓN DE MANGOS EX-
PORTABLES
Solamente trabajaremos con dos tipos
de mangos: Haden y Ataulfo. Consul-
tando con personas expertas, seleccio-
namos tres unidades de mangos con
calidad de exportación por cada tipo
de mango.
Figura 1. Mangos de calidad elegidos
3. VISIÓN ARTIFICIAL PARA RECO-
NOCIMIENTO DE UN MANGO
La visión natural consiste en la ca-
pacidad de un ser vivo en captar una
imagen a través del sentido de la vista
e interpretar dicha imagen mediante
un proceso mental (Spalton, Hitchings
& Hunter, 2006).
La visión articial propuesta con-
siste en que una computadora me-
diante una cámara digital sea capaz
de capturar la imagen de un mango y,
mediante un procesamiento de imáge-
nes, logre interpretarlo.
a. Se captura la imagen un mango
mediante una cámara digital.
b. Se asigna una matriz con cuadrí-
culas lo sucientemente pequeñas,
para que contenga la imagen del
mango. Para nuestro caso trabaja-
mos con una matriz de dimensión
50 x 50 (Hilera, 1995).
c. Mediante un programa de procesa-
miento de imágenes, se obtiene el