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Polyvalued concepts |
1 Polyvalued Truth
1.1 Proposition = Description + Qualifier
1.2 Proposition. = Question? + Answer!
1.3 Truth = Correspondence
1.4 Factual Truth - Logical Truth
1.5 Observation - Part observations - Resolution
1.6 Support - Weaken
1.7 Satisfied - Unsatisfied - Irrelevant
1.8 True - False - Existent - Unexistent
1.9 Polyvalued Truth Value
1.10 Polyvalued Truth Value Part System
1.11 Polyvalued Truth Value Space
2 Polyvalued Function
2.1 p and not-p are true complements
2.2 Meaning - Defined and Satisfied
2.3 Disjunctive and Complementary meanings
2.4 Polyvalued truth = Relative apperance
2.5 The Identity principle of Polyvalued logic
2.6 Identity - Equality - Equivalence
2.7 Polyvalued functions part I - first approximation
3 Polyvalued Logic
3.1 Conjunct Pairs of Propositions
3.2 Disjunctive Alternative Set
3.3 The Application Range of a Logic
3.4 Definitions in polyvalued logic
3.5 Axioms in polyvalued logic
3.6 Polyvalued functions part II - simplified notation
3.7 Unconditional and Conditional Propositions
3.8 Elemental and Connective Form
3.9 Observation tables - function construction
3.10 The table method - tuple construction
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