Composition-nominative logics of free-quantifier levels

Free-quantifier composition nominative logics of partial quasiary predicates are considered. We specify the following levels of these logics: renominative, renominative with predicates of weak equality, renominative with predicates of strong equality, free-quantifier, free-quantifier with compositio...

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Published in:PROBLEMS IN PROGRAMMING
Date:2018
Issue:2-3
Pages:38-47
ISSN:1727-4907
Author Affiliations:
  • S.S. Shkilniak — Kiev Taras Shevchenko National University
  • D.B. Volkovytskyi — Kiev Taras Shevchenko National University
Keywords:суперпозиція, рівність, логічний наслідок, рівноправність, логіка, предикація, недетермінований предикат, квазіарний предикат, предикативність, то- чка рівноваги
Main Authors: Shkilniak, S.S., Volkovytskyi, D.B.
Format: Article
Language:Ukrainian
Published: PROBLEMS IN PROGRAMMING 2018
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Online Access:https://pp.isofts.kiev.ua/index.php/ojs1/article/view/180
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Journal Title:Problems in programming
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Problems in programming
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Summary:Free-quantifier composition nominative logics of partial quasiary predicates are considered. We specify the following levels of these logics: renominative, renominative with predicates of weak equality, renominative with predicates of strong equality, free-quantifier, free-quantifier with composition of weak equality, free-quantifier with composition of strong equality. The paper is mainly dedicated to investigation ofNlogics of free-quantifier levels with equality. Languages and semantic models of such logics are described, their semantic properties are studied, in particular the properties of relations of logical consequence.Problems in programming 2016; 2-3: 38-47
ISSN:1727-4907
DOI:10.15407/pp2016.02-03.038