Some New Interpretations of the Connectives in Classical Logic
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Published:
May 4, 2024
Keywords:
Standard Notations of Symbolic Logic, Set Theory and Probability Theory, Intersection, Conjunction, Complement, Negation, Union, Disjunction, Coefficient of Uncertainty, Coefficient of Indeterminancy , Fuzzy Logic
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Abstract
In this paper, the connectives: conditional, conjunction and disjunction of the classical logic are given new interpretations without violating the laws of contradiction and excluded middle unlike fuzzy logic. It is shown that these connectives are equivalent to those of conditional probability, intersection and union of sets/events.
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How to Cite
M.R., C. (2024). Some New Interpretations of the Connectives in Classical Logic. Plithogenic Logic and Computation, 1, 108-119. https://doi.org/10.61356/j.plc.2024.1100
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This work is licensed under a Creative Commons Attribution 4.0 International License.
How to Cite
M.R., C. (2024). Some New Interpretations of the Connectives in Classical Logic. Plithogenic Logic and Computation, 1, 108-119. https://doi.org/10.61356/j.plc.2024.1100
