Ebook: Theorem Proving with Analytic Tableaux and Related Methods: 4th International Workshop, TABLEAUX '95 Schloß Reinfels, St. Goar, Germany, May 7–10, 1995 Proceedings

This volume constitutes the proceedings of the 4th International Workshop on Theorem Proving with Analytic Tableaux and Related Methods, TABLEAU '95, held at Schloß Rheinfels, St. Goar, Germany in May 1995.
Originally tableau calculi and their relatives were favored primarily as a pedagogical device because of their advantages at the presentation level. The 23 full revised papers in this book bear witness that these methods have now gained fundamental importance in theorem proving, particularly as competitors for resolution methods. The book is organized in sections on extensions, modal logic, intuitionistic logic, the connection method and model elimination, non-clausal proof procedures, linear logic, higher-order logic, and applications

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This volume constitutes the proceedings of the 4th International Workshop on Theorem Proving with Analytic Tableaux and Related Methods, TABLEAU '95, held at Schlo? Rheinfels, St. Goar, Germany in May 1995.
Originally tableau calculi and their relatives were favored primarily as a pedagogical device because of their advantages at the presentation level. The 23 full revised papers in this book bear witness that these methods have now gained fundamental importance in theorem proving, particularly as competitors for resolution methods. The book is organized in sections on extensions, modal logic, intuitionistic logic, the connection method and model elimination, non-clausal proof procedures, linear logic, higher-order logic, and applications

---

This volume constitutes the proceedings of the 4th International Workshop on Theorem Proving with Analytic Tableaux and Related Methods, TABLEAU '95, held at Schlo? Rheinfels, St. Goar, Germany in May 1995.
Originally tableau calculi and their relatives were favored primarily as a pedagogical device because of their advantages at the presentation level. The 23 full revised papers in this book bear witness that these methods have now gained fundamental importance in theorem proving, particularly as competitors for resolution methods. The book is organized in sections on extensions, modal logic, intuitionistic logic, the connection method and model elimination, non-clausal proof procedures, linear logic, higher-order logic, and applications
Content:
Front Matter....Pages -
Issues in theorem proving based on the connection method....Pages 1-16
Rigid E-unification simplified....Pages 17-30
Generating finite counter examples with semantic tableaux....Pages 31-46
Semantic tableaus for inheritance nets....Pages 47-62
Using connection method in modal logics: Some advantages....Pages 63-78
Labelled tableaux for multi-modal logics....Pages 79-94
Refutation systems for prepositional modal logics....Pages 95-105
On transforming intuitionistic matrix proofs into standard-sequent proofs....Pages 106-121
A connection based proof method for intuitionistic logic....Pages 122-137
Tableau for intuitionistic predicate logic as metatheory....Pages 138-153
Model building and interactive theory discovery....Pages 154-168
Link deletion in model elimination....Pages 169-184
Specifications of inference rules and their automatic translation....Pages 185-200
Constraint model elimination and a PTTP-implementation....Pages 201-216
Non-elementary speedups between different versions of tableaux....Pages 217-230
Syntactic reduction of predicate tableaux to propositional tableaux....Pages 231-246
Classical Lambek logic....Pages 247-262
Linear logic with isabelle: Pruning the proof search tree....Pages 263-277
Linear analytic tableaux....Pages 278-293
Higher-order tableaux....Pages 294-309
Propositional logics on the computer....Pages 310-323
MacKE: Yet another proof assistant & automated pedagogic tool....Pages 324-337
Using the theorem prover SETHEO for verifying the development of a communication protocol in FOCUS -A Case Study-....Pages 338-352
Back Matter....Pages -

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This volume constitutes the proceedings of the 4th International Workshop on Theorem Proving with Analytic Tableaux and Related Methods, TABLEAU '95, held at Schlo? Rheinfels, St. Goar, Germany in May 1995.
Originally tableau calculi and their relatives were favored primarily as a pedagogical device because of their advantages at the presentation level. The 23 full revised papers in this book bear witness that these methods have now gained fundamental importance in theorem proving, particularly as competitors for resolution methods. The book is organized in sections on extensions, modal logic, intuitionistic logic, the connection method and model elimination, non-clausal proof procedures, linear logic, higher-order logic, and applications
Content:
Front Matter....Pages -
Issues in theorem proving based on the connection method....Pages 1-16
Rigid E-unification simplified....Pages 17-30
Generating finite counter examples with semantic tableaux....Pages 31-46
Semantic tableaus for inheritance nets....Pages 47-62
Using connection method in modal logics: Some advantages....Pages 63-78
Labelled tableaux for multi-modal logics....Pages 79-94
Refutation systems for prepositional modal logics....Pages 95-105
On transforming intuitionistic matrix proofs into standard-sequent proofs....Pages 106-121
A connection based proof method for intuitionistic logic....Pages 122-137
Tableau for intuitionistic predicate logic as metatheory....Pages 138-153
Model building and interactive theory discovery....Pages 154-168
Link deletion in model elimination....Pages 169-184
Specifications of inference rules and their automatic translation....Pages 185-200
Constraint model elimination and a PTTP-implementation....Pages 201-216
Non-elementary speedups between different versions of tableaux....Pages 217-230
Syntactic reduction of predicate tableaux to propositional tableaux....Pages 231-246
Classical Lambek logic....Pages 247-262
Linear logic with isabelle: Pruning the proof search tree....Pages 263-277
Linear analytic tableaux....Pages 278-293
Higher-order tableaux....Pages 294-309
Propositional logics on the computer....Pages 310-323
MacKE: Yet another proof assistant & automated pedagogic tool....Pages 324-337
Using the theorem prover SETHEO for verifying the development of a communication protocol in FOCUS -A Case Study-....Pages 338-352
Back Matter....Pages -
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