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Lógicas no clásicas: fundamentos

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Lógicas no clásicas: fundamentos

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Quiz sobre lógicas no clásicas

Created by

luis Aya V
luis Aya V
Colombia

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Lógicas no clásicas: fundamentos
 

Lógicas no clásicas: fundamentosOnline version

Quiz sobre lógicas no clásicas

by luis Aya V
1

¿Qué caracteriza a la lógica intuicionista respecto a la ley del tercero excluido?

2

¿Qué es la lógica modal?

3

En lógica difusa, ¿cómo se evalúa la verdad?

4

¿Qué permite la lógica paraconsistente?

5

¿Qué es la lógica relevante?

6

¿Qué estudia la lógica temporal?

7

¿Qué propone la lógica cuántica?

8

¿Qué distingue la lógica multivaluada de la clásica?

9

¿Qué es la lógica dialéctica?

10

En lógica de descripciones modales, ¿qué nivel se analiza?

Explicación

La intuicionista exige prueba constructiva para la verdad, y no admite la LTE universal.

Las lógicas modales extienden la bivalencia para necesitar/no necesitar.

La verdad no es binaria sino graduable entre 0 y 1.

Evita explosión lógica: de A y no-A, aún se pueden extraer no todo.

Busca que las premisas sean relevantes para la conclusión.

Integra operadores de pasado, presente y futuro.

Modela razonamiento en sistemas cuánticos con superposición.

Permite valores como desconocido o ambos.

Enfatiza cómo las contradicciones pueden ser parte del razonamiento.

Interpreta verdad en diferentes posibles escenarios.

 
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