In Propositional Calculus, each atomic symbol (P, Q, etc.) denotes a proposition of some complexity. In Propositional Calculus, we cannot access the components of an individual assertion, limiting our ...

Abstract: For multi-layer perceptron, its logic function has been discussed by many researchers. This paper simply discusses a kind of prepositional calculus with evaluation and an extension ...

A presentation is provided of a structural approach for the concur rent teaching of introductory propositional calculus and set theory. The existence of isomorphism is shown between each law (or ...

The idea of this experiment was to learn an embedding of propositional logic expressions wherein applying its axioms is differentiable. In line with Programming with a Differentiable Forth Interpreter ...

where ---> and <---> are meant to be the traditional arrows denoting logical implication and logical equivalence. If you don't know propositional calculus, we'll say just a few things to help ease ...

ABSTRACT: Paraquantum Logics (PQL) has its origins in the fundamental concepts of the Paraconsistent Annotated Logics (PAL) whose main feature is to be capable of treating contradictory information.

ABSTRACT: The studies of the PQL are based on propagation of Paraquantum logical states ψ in a representative Lattice of four vertices. Based in interpretations that consider resulting information of ...

Abstract: Residuated fuzzy logic calculi are related to continuous t-norms which are used as truth functions for the conjunction connective, and their residua as truth function for the implication. In ...

Here are some example propositions. 34043 is the sum of two square numbers. The square root of 2 is not a rational number. 1111111111111111111 is a prime number. The Riemann hypothesis is false. 25 is ...