Objetivo: Explorar los fundamentos del Backtracking.[br][br]Suponga que tenemos la siguiente base de Conocimiento:[br][br][img]data:image/png;base64,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[/img][br][br][br][br]Prolog[br]distinguirá esta pregunta como dos diferentes de las cuales ambas deben ser[br]verdad, por la coma que los separa. Se identifican como “meta 1” y “meta2”.[br]Resolviendo de izquierda a derecha; es decir empezando por la primera y así[br]sucesivamente.[br][br][br][img]data:image/png;base64,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[/img][br][br][br][br]Después[br]Prolog[br]buscara en orden a través de las metas revisando si la pregunta es igual a un[br]hecho que se encuentra en la base de conocimiento.[br][br]Es decir:[br][br][img]data:image/png;base64,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[/img][br][br][br][br]Observamos[br]que para la meta1 consiste en una relación llamada “legusta”, dos objetos[br]encerrados en el paréntesis llamado “maria” y X que es una variable. Por otro[br]lado vemos que en la primer línea de código existe un hecho igual. [br][br]La única diferencia es que nuestra meta 1, tenemos una variable. Lo que[br]hará Prolog será tomar cualquier valor que encuentre en la posición que le corresponde (Ya sea una constante o variable). A esto se le llama instanciar la variable.[br][br]En este caso vemos que X se instancia con “chocolate”. Entonces la meta 1 será verdadera.[br][br][br]Una vez que la variable se encuentra instanciada. Prolog, ya tiene un valor asignado a la[br]variable X. Por lo que la siguiente meta se resolverá de la siguiente manera:[br][br][br][br][img]data:image/png;base64,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[/img][br][br][br][br]Como[br]X es chocolate, solo buscará el hecho dentro de la base de conocimiento que le indique que Juan le gusta el chocolate.[br][br][br]Como resulta que esto es verdadero, debido a que ese hecho se encuentra en la línea[br]2, el resultado de la conjunción (meta 1 y meta2) será verdadero. [br][br]Devuelve el valor de X, que es chocolate.[br][br]X=chocolate[br][br][br]Si hubiese mas valores dentro de la base de conocimiento, escribiremos un punto y[br]coma (;) indicando que no nos satisface el resultado, y queremos conocer mas[br]opciones.[br][br][br][br][br][br]