Verfügbarkeit: Modal logic | Technische Universität München

Modal logic:

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Bibliographische Detailangaben
Beteiligte Personen:	Blackburn, Patrick 1959- (VerfasserIn), Rijke, Maarten de (VerfasserIn), Venema, Yde (VerfasserIn)
Format:	Buch
Sprache:	Englisch
Veröffentlicht:	Cambridge [u.a.] Cambridge Univ. Press 2002
Ausgabe:	1. paperback ed.
Schriftenreihe:	Cambridge tracts in theoretical computer science 53
Schlagwörter:	Modallogik
Links:	http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=010003680&sequence=000002&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
Umfang:	XXII, 554 S. graph. Darst.
ISBN:	0521527147

Internformat

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Datensatz im Suchindex

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adam_text	Contents Preface page xi 1 Basic Concepts 1 1.1 Relational Structures 2 1.2 Modal Languages 9 1.3 Models and Frames 16 1.4 General Frames 28 1.5 Modal Consequence Relations 31 1.6 Normal Modal Logics 33 1.7 Historical Overview 37 1.8 Summary of Chapter 1 48 2 Models 50 2.1 Invariance Results 51 2.2 Bisimulations 64 2.3 Finite Models 73 2.4 The Standard Translation 83 2.5 Modal Saturation via Ultrafilter Extensions 91 2.6 Characterization and Definability 100 2.7 Simulation and Safety 110 2.8 Summary of Chapter 2 117 Notes 118 3 Frames 123 3.1 Frame Definability 124 3.2 Frame Definability and Second Order Logic 130 3.3 Definable and Undefinable Properties 138 3.4 Finite Frames 143 3.5 Automatic First Order Correspondence 148 3.6 Sahlqvist Formulas 156 3.7 More about Sahlqvist Formulas 167 vii viii Contents 3.8 Advanced Frame Theory 178 3.9 Summary of Chapter 3 183 Notes 185 4 Completeness 188 4.1 Preliminaries 189 4.2 Canonical Models 196 4.3 Applications 201 4.4 Limitative Results 211 4.5 Transforming the Canonical Model 217 4.6 Step by Step 223 4.7 Rules for the Undefinable 229 4.8 Finitary Methods I 239 4.9 Finitary Methods II 247 4.10 Summary of Chapter 4 256 Notes 258 5 Algebras and General Frames 261 5.1 Logic as Algebra 262 5.2 Algebraizing Modal Logic 275 5.3 The Jonsson Tarski Theorem 283 5.4 Duality Theory 294 5.5 General Frames 303 5.6 Persistence 318 5.7 Summary of Chapter 5 326 Notes 327 6 Computability and Complexity 332 6.1 Computing Satisfiability 333 6.2 Decidability via Finite Models 338 6.3 Decidability via Interpretations 347 6.4 Decidability via Quasi models and Mosaics 356 6.5 Undecidability via Tiling 364 6.6 NP 373 6.7 PSPACE 381 6.8 EXPTIME 393 6.9 Summary of Chapter 6 406 Notes 407 7 Extended Modal Logic 413 7.1 Logical Modalities 414 7.2 Since and Until 426 7.3 Hybrid Logic 434 7.4 The Guarded Fragment 446 Contents ix 7.5 Multi Dimensional Modal Logic 458 7.6 A Lindstrom Theorem for Modal Logic 470 7.7 Summary of Chapter 7 476 Notes 477 Appendix A A Logical Toolkit 485 Appendix B An Algebraic Toolkit 497 Appendix C A Computational Toolkit 504 Appendix D A Guide to the Literature 516 Bibliography 524 List of Notation 544 Index 547
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author	Blackburn, Patrick 1959- Rijke, Maarten de Venema, Yde
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spellingShingle	Blackburn, Patrick 1959- Rijke, Maarten de Venema, Yde Modal logic Cambridge tracts in theoretical computer science Modallogik (DE-588)4074914-9 gnd
subject_GND	(DE-588)4074914-9
title	Modal logic
title_auth	Modal logic
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title_full	Modal logic Patrick Blackburn ; Maarten de Rijke ; Yde Venema
title_fullStr	Modal logic Patrick Blackburn ; Maarten de Rijke ; Yde Venema
title_full_unstemmed	Modal logic Patrick Blackburn ; Maarten de Rijke ; Yde Venema
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