Results 101 to 110 of about 74,358 (176)
Uniqueness Theorem in Complete Residuated Almost Distributive Lattices
Important properties of primary elements in a complete residuated ADL L and the uniqueness theorem in a complete complemented residuated ADL L are proved.
Rao G.C., Raju S.S.
doaj +1 more source
Optimised ExpTime Tableaux for š®āāš© over Finite Residuated Lattices
This study proposes to adopt a novel tableau reasoning algorithm for the description logic š®āāš© with semantics based on a finite residuated De Morgan lattice.
Jian Huang, Xinye Zhao, Jianxing Gong
doaj +1 more source
Pointed Lattice Subreducts of VarietiesĀ ofĀ ResiduatedĀ Lattices
Abstract We study the pointed lattice subreducts of varieties of residuated lattices (RLs) and commutative residuated lattices (CRLs), i.e. lattice subreducts expanded by the constant $$\textsf{1}$$
openaire +3 more sources
Substructural Logics and Residuated Lattices -- An Introduction
This is an introductory survey of substructural logics and of residuated lattices which are algebraic structures for substructural logics. Our survey starts from sequent systems for basic substructural logics and develops the proof theory of them.
Hiroakira Ono
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Remarks on some connections between ideals and filters in residuated lattices
Ideals and filters are important notions with different meanings in the study of algebraic structures related to logical systems. In this paper we establish new connections between these concepts in residuated lattices.
Piciu Dana +2 more
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Etale spaces of residuated lattices
This paper explores the concept of \'{e}tal\'{e} spaces associated with residuated lattices. Notions of bundles and \'{e}tal\'{e}s of residuated lattices over a given topological space are introduced and investigated. For a topological space $\mathscr{B}$
Rasouli, Saeed +2 more
core
RADICAL OF FILTERS IN RESIDUATED LATTICES
. In this paper, the notion of the radical of a filter in residuated lattices is defined and several characterizations of the radical of a filter are given. We show that if F is a positive implicative filter (or obstinate filter), then Rad(F ) = F .
S Motamed
core
Relational groupoids and residuated lattices
A quite general order-theoretical approach to implicative structures leads to consider implicative groupoids, which form a wide class of algebras including residuated lattices and their reasonable generalizations. Implicative groupoids find out to be special instances of suitable relational systems and are objects of categories, semicategories and ...
openaire +3 more sources
Generalized rough and fuzzy rough automata for semantic computing. [PDF]
Yadav S, Tiwari SP, Kumari M, Yadav VK.
europepmc +1 more source
Decidability for Residuated Lattices and Substructural Logics [PDF]
We present a number of results related to the decidability and undecidability of various varieties of residuated lattices and their corresponding substructural logics. The context of this analysis is the extension of residuated lattices by various simple
St. John, Gavin
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