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2009 | 64 | 4 | 346-350

Article title

DYNAMICKÁ LOGIKA STRIKTNÝCH PROCESOV

Content

Title variants

EN
Dynamic logic of strict processes

Languages of publication

SK

Abstracts

EN
The aim of the paper is to sketch some solutions that arose along the work on 'Logic of Strict Processes' (LSP). Three main topics are discussed: (a) negation based on implication constructed in intuitionistic fashion; (b) satisfiability in multimodal contexts and (c) a proposal of a first order semantics for Dynamic Logic of Strict Processes (DLSP). The system of DLSP differs from the original LSP in using the set of contexts, which are treated as ordered sets of formulas. The interpretation of a context is a transition system, which is constructed solely of simple processes. After the set of non-allowed processes is constructed, the negation of molecular formula can be understood as a set o processes that, when combined with processes associated with a non-negated formula, produce non-allowed processes. Satisfiablity in a transition system is defined by a special modal operators which are true only when the relation of metaimplication between them holds. In conclusion the author briefly reviews first order system based on DLSP and points to several open problems waiting for further investigation.

Year

Volume

64

Issue

4

Pages

346-350

Physical description

Document type

ARTICLE

Contributors

  • Juraj Podrouzek, Filozoficky ustav SAV, Klemensova 19, 813 64 Bratislava 1, Slovak Republic, http://klemens.sav.sk/fiusav/filozofia

References

Document Type

Publication order reference

Identifiers

CEJSH db identifier
09SKAAAA061912

YADDA identifier

bwmeta1.element.85669fcd-36f5-3c0c-beb8-5089e294fa14
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