Title
Algebraic Structures Related to Many Valued Logical Systems. Part II: Equivalence Among some Widespread Structures
Abstract
Several algebraic structures (namely HW, BZMV dM, Stonean MV and MV Δ algebras) related to many valued logical systems are considered and their equivalence is proved. Four propositional calculi whose Lindenbaum-Tarski algebra corresponds to the four equivalent algebraic structures are axiomatized and their semantical completeness is given.
Year
Venue
Keywords
2004
Fundam. Inform.
logical system,part ii,equivalent algebraic structure,widespread structures,lindenbaum-tarski algebra corresponds,algebraic structure,bzmv dm,stonean mv,logical systems,propositional calculus,semantical completeness,many valued logic,equivalence
Field
DocType
Volume
Logical equivalence,Discrete mathematics,Dimension of an algebraic variety,Algebra,Algebraic structure,Pure mathematics,Algebraic cycle,Equivalence (measure theory),Completeness (statistics),Mathematics
Journal
63
Issue
ISSN
Citations 
4
0169-2968
8
PageRank 
References 
Authors
1.03
4
4
Name
Order
Citations
PageRank
Gianpiero Cattaneo156658.22
Davide Ciucci267253.74
Roberto Giuntini311826.43
Martin Konig4192.14