Modern applications of logic in mathematics, computer science, and linguistics require combined systems composed of different types of logic working together. In this book the author offers a basic methodology for combining--or fibring--systems. The technique shows how to break complex systems into simple components which can be easily manipulated and recombined.
Modern applications of logic in mathematics, computer science, and linguistics require combined systems composed of different types of logic working together. In this book the author offers a basic methodology for combining--or fibring--systems. The technique shows how to break complex systems into simple components which can be easily manipulated and recombined.
1: An overview 2: Logics and their semantics 3: Combining modal logics 4: Intuitionistic modal logics 5: Comparison with literature 6: Introducing self-fibring 7: Self-fibring of predicate logics 8: Self-fibring with function systems 9: Self-fibring of intuitionistic logic 10: Applications of self-fibring 11: Conditional implication 12: How to make your logic fuzzy 13: Combing temporal logic systems 14: Grafting modalities 15: Fibred tableaux
1: An overview 2: Logics and their semantics 3: Combining modal logics 4: Intuitionistic modal logics 5: Comparison with literature 6: Introducing self-fibring 7: Self-fibring of predicate logics 8: Self-fibring with function systems 9: Self-fibring of intuitionistic logic 10: Applications of self-fibring 11: Conditional implication 12: How to make your logic fuzzy 13: Combing temporal logic systems 14: Grafting modalities 15: Fibred tableaux
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