What groups do, can do, and know they can do: an analysis in normal modal logics | Zendy

Jan Broensen | Zendy; Andreas Herzig | Zendy; Nicolas Troquard | Zendy

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What groups do, can do, and know they can do: an analysis in normal modal logics

Author(s) -

Jan Broensen,

Andreas Herzig,

Nicolas Troquard

Publication year - 2009

Publication title -

journal of applied non-classical logics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.369

H-Index - 29

eISSN - 1958-5780

pISSN - 1166-3081

DOI - 10.3166/jancl.19.261-290

Subject(s) - kripke semantics , superadditivity , modal logic , operator (biology) , semantics (computer science) , modal , fragment (logic) , temporal logic , modal operator , epistemic modal logic , mathematics , kripke structure , computer science , multimodal logic , theoretical computer science , t norm fuzzy logics , calculus (dental) , algebra over a field , discrete mathematics , algorithm , description logic , artificial intelligence , programming language , pure mathematics , mathematical economics , medicine , polymer chemistry , dentistry , repressor , fuzzy logic , chemistry , membership function , biochemistry , fuzzy set , transcription factor , gene

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