UOG Instituional Repository Home
→
College of Natural and Computational Sciences
→
Mathematics
→
Mathematics
→
Browsing Mathematics by Subject

Browsing Mathematics by Subject

Now showing items 1-20 of 135

Subject
'e notion of an Almost Distributive Lattice (ADL) is a common abstraction of several lattice theoretic and ring theoretic generalizations of Boolean algebra and Boolean rings. In this paper, the set of all L-fuzzy prime ideals of an ADL with truth values in a complete lattice L satisfying the infinite meet distributive law is topologized and the resulting space is discussed [1]
(e purpose of this paper is to study α-ideals in a more general context, in universal algebras having a constant 0. Several characterizations are obtained for an ideal I of an algebra A to be an α-ideal. It is shown that the class of all α-ideals of an algebra A forms an algebraic lattice. Prime α-ideals and several related properties are investigated. Some properties of the spectral space of prime α-ideals equipped with the hull-kernel topology are derived [1]
-fuzzy ideal, Almost Distributive Lattice (ADL), Complete lattice, In nite meet distributivity. Corresponding Author: Ch. Santhi Sundar Raj (santhisundarraj@yahoo.com) [1]
-ideal, Fuzzy ideal, Fuzzy lter, -fuzzy ideal. Corresponding Author: Wondwosen Zemene Norahun (wondie1976@gmail.com) [1]
A SEMINAR SUBMITTED TO UNIVERSITY OF GONDER, DEPARTEMENT OF MATHEMATICS IN PARTIAL FULFILLMENT OF THE REQUIREMENT FOR THE DEGREE OF MASTER OF SCIENCE IN MATHEMATICS [1]
A Thesis Submitted to the College of Natural and Computational Science Department of Physics in Partial Fulfilment of the Requirement for the Degree of Master of Science in Physics (Medical Physics) [1]
A THESIS SUBMITTED TO THE DEPARTMENT OF PHYSICS OF UNIVERSITY OF GONDAR IN PARTIAL FULFILLMENT OF THE REQUIREMENTS FOR THE DEGREE OF MASTER OF SCIENCE IN EXPLORATION GEOPHYSICS [1]
A thesis submitted to the Department of Physics of University of Gondar in partial fulfillment of the requirements for the degree of Master of Science in Exploration Geophysics [1]
Abstract. In this paper we give several characterizations for fuzzy ideals, fuzzy homomorphisms, and fuzzy congruences of an almost dis- tributive lattice. In addition, the quotient of an almost distributive lattice induced by a fuzzy congruence is also presented in the paper. Furthermore, we obtain a kind of fuzzy congruences for which their quotient is a distribu- tive lattice and for which it is not. Mainly, we construct a monomorphism of the lattice of fuzzy ideals into the lattice of fuzzy congruences of almost Boolean rings, and we give a necessary and su cient condition for this monomorphism to become a lattice isomorphism. 2010 AMS Classi cation: 06D72, 06F15, 08A72 Keywords: ADLs, Fuzzy ideals, Fuzzy homomorphisms, Fuzzy congruences. [1]
Abstract. In this paper we introduce the notion of a fuzzy kernel of a fuzzy homomorphism on groups and we show that it is a fuzzy normal subgroup of the domain group. Conversely, we also prove that any fuzzy normal subgroup is a fuzzy kernel of some fuzzy epimorphism, namely the canonical fuzzy epimorphism. Finally, we formulate and prove the fuzzy version of the fundamental theorem of homomorphism and those isomorphism theorems. [1]
Abstract. In this paper, we de ne fuzzy prime ideals of C􀀀algebras and investigate some of their properties. Furthermore, we study the topological properties of the space of fuzzy prime ideals of C􀀀algebra equipped with the hull-kernel topology. [1]
ABSTRACT. In this paper, we introduce the notion of fuzzy costs in a more general context, in universal algebra by the use of coset terms. We study the structure of fuzzy cosets by applying the general theory of algebraic fuzzy systems. Fuzzy cosets generated by a fuzzy set are characterized in di erent ways. It is also proved that the class of fuzzy cosets determined by an element forms an algebraic closure fuzzy set system. Finally, we give a set of necessary and su cient conditions for a [1]
ADLs, Fuzzy ideals, Fuzzy homomorphisms, Fuzzy congruences. [1]
ADLs, right-multiplier homomorphism, left-multiplier homomorphism. [1]
alized almost m-ideals, fuzzy almost m-ideals and fuzzy generalized al- most m-ideals. We present the results illustrating their mutual di erencs, and similarities. Along these lines, we bring about their examples, and then characterize semigroups through their properties. One of the distin- guished properties of the almost m-ideals respectively the related objects [1]
Almost Distributive Lattice (ADL), algebraic fuzzy system, fuzzy filter, frame. AMS Subject Classification(2010): 06D72, 06F15, 08A72 [1]
Almost Distributive Lattice (ADL), L-fuzzy α−ideal, L-fuzzy α−congruence 2020 MSC: 06D72, 06F15, 08A72 [1]
Almost Distributive lattice (ADL), minimal prime ideal be- longing to an ideal I, multiplicatively closed subset of an ADL R [1]
Almost distributive lattice (ADL), Pseudo-complemented ADL, Kernel ideal, Fuzzy ideal, Fuzzy filter, Kernel fuzzy ideal, Cokernel fuzzy filter, Fuzzy congruence relation [1]
Almost Distributive Lattice (ADL); Maximal L-fuzzy ideal; L-fuzzy Maximal ideal; Complete Lattice. c JS Publication. [1]

Now showing items 1-20 of 135

Search in the Repository

Advanced Search

Browse

All of DSpace
This Collection
- By Issue Date
- Authors
- Titles
- Subjects

Browsing Mathematics by Subject

DSpace Repository

Browsing Mathematics by Subject

Search in the Repository

Browse

All of DSpace

This Collection

My Account