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Summary
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Classroom Contents
Topological Generalizations of Possible Worlds Semantics and Their Proof Systems
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- 1 Intro
- 2 From Kripke (relational) to neighbourhood semantics
- 3 Neighbourhood Semantics (cont.)
- 4 The link between neighbourhood semantics and
- 5 Modalities and conditionals through neighbourhood semantics
- 6 Non-normal logics (classical modal logics)
- 7 From neighbourhood semantics to sequent calculus rules
- 8 From (classical modal) axioms to (NS) rules
- 9 Monotonic systems In some cases, instead of adding extra neighbourhood
- 10 Structural properties of NS-sequent calculi
- 11 Improvements for non-monotonic systems
- 12 Bi-neighbourhood semantics
- 13 A bi-neighbourhood labelled calculus-LSE (2)
- 14 Soundness and completeness
- 15 Optimization-TLSE (3)
- 16 Completeness and decidability
- 17 Summary
