Terminating tableau calculi for modal logic K with global counting operators Mohammad Khodadadi, Renate A. Schmidt, Dmitry Tishkovsky School of Computer Science, The University of Manchester, United Kingdom Michal Zawid

Source URL: www.mettel-prover.org

9. References. 1. The Axiomatic Translation Principle for Modal LogicSchmidt, R. and Hustadt, U. Transactions on Computational Logic, C Programming: A Modern ApproachKing, K. Norton & Co. 3. Ja

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Body Motion Analysis for Multi-Modal Identity Verification George Williams Graham Taylor Kirill Smolskiy Christoph Bregler Dept. of Computer Science, Courant Institute, New York University george,graham,kirill,chris@move

Source URL: cims.nyu.edu

A Judgmental Deconstruction of Modal Logic Jason Reed January 30, 2009 Abstract The modalities  and of necessary and lax truth described by Pfenning and Davies can be seen to arise from the same pair of adjoint logica

Source URL: www.cs.cmu.edu

Terminating Minimal Model Generation Procedures for Propositional Modal Logics? Fabio Papacchini and Renate A. Schmidt The University of Manchester, UK Abstract. Model generation and minimal model generation are useful

Source URL: www.cs.man.ac.uk

1 Modal Science [draft of paper for Anand Vaidya and Duško Prelević, eds., The Philosophy of Modality: Beyond the Standard Model] Timothy Williamson

Source URL: www.philosophy.ox.ac.uk

Under consideration for publication in Math. Struct. in Comp. Science A Judgmental Reconstruction of Modal Logic F R A N K P F E N N I N G† and R O W A N D A V I E S Department of Computer Science

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A categorical notion of bisimulation Example: BranL Path Logic Correspondence Modal correspondence theory over presheaves

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The Axiomatic Translation of Modal Logics. Dr. K. John Smith Dr. Renate S. Schmidt (supervisor). Based on work described in Schmidt, R. A. and Hustadt, UThe Axiomatic Translation Principle for Modal

Source URL: project.kjsmith.net