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Jean-stefan Koskivirta - One of the best experts on this subject based on the ideXlab platform.
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Congruence Relations for Shimura Varieties Associated with $GU(n-1,1)$
Canadian Journal of Mathematics, 2014Co-Authors: Jean-stefan KoskivirtaAbstract:AbstractWe prove the Congruence Relation for the mod–preduction of Shimura varieties associated with a unitary similitude groupGU(n– 1, 1) over ℚ whenpis inert andnodd. The case whennis even was obtained by T. Wedhorn and O. Bültel, as a special case of a result of B. Moonen, when theμ–ordinary locus of thep–isogeny space is dense. This condition fails in our case. We show that every supersingular irreducible component of the special fiber of p–ℐsog is annihilated by a degree one polynomial in the Frobenius elementF, which implies the Congruence Relation.
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Congruence Relations for Shimura Varieties Associated with GU (n − 1, 1)
Canadian Journal of Mathematics, 2014Co-Authors: Jean-stefan KoskivirtaAbstract:We prove the Congruence Relation for the mod-p reduction of Shimura varieties associated with a unitary similitude group GU (n − 1, 1) over Q when p is inert and n odd. The case when n is even was obtained by T. Wedhorn and O. Bültel , as a special case of a result of B. Moonen, when the µ-ordinary locus of the p-isogeny space is dense. This condition fails in our case. We show that every supersingular irreducible component of the special fiber of p-Isog is annihilated by a degree one polynomial in the Frobenius element F, which implies the Congruence Relation.
Roohallah Daneshpayeh - One of the best experts on this subject based on the ideXlab platform.
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FUZZ-IEEE - Some results on fuzzy Congruence Relations in pseudo BE-algebras
2015 IEEE International Conference on Fuzzy Systems (FUZZ-IEEE), 2015Co-Authors: Akbar Rezaei, Arsham Borumand Said, Roohallah DaneshpayehAbstract:The aim of this note is to introduce the notion of fuzzy Congruence Relation on pseudo BE-algebras and investigate their properties. We show that the set of fuzzy Congruence Relations of a pseudo BE-algebra is a complete lattice. Moreover, the quotient structure induced by fuzzy Congruence Relations are studied.
Ming Ping-hua - One of the best experts on this subject based on the ideXlab platform.
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HOMOMORPHISM AND Congruence Relation ON POWER LATTICES
Journal of Mathematics, 2004Co-Authors: Ming Ping-huaAbstract:This paper is based on , in which the concept of the power lattice homomorphism was introduced. By introducing the concept of the power lattice Congruence Relation here, their relative properties and corresponding Relations can be obtained.
Akbar Rezaei - One of the best experts on this subject based on the ideXlab platform.
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FUZZ-IEEE - Some results on fuzzy Congruence Relations in pseudo BE-algebras
2015 IEEE International Conference on Fuzzy Systems (FUZZ-IEEE), 2015Co-Authors: Akbar Rezaei, Arsham Borumand Said, Roohallah DaneshpayehAbstract:The aim of this note is to introduce the notion of fuzzy Congruence Relation on pseudo BE-algebras and investigate their properties. We show that the set of fuzzy Congruence Relations of a pseudo BE-algebra is a complete lattice. Moreover, the quotient structure induced by fuzzy Congruence Relations are studied.
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Congruence Relations on pseudo BE--algebras
Annals of the University of Craiova - Mathematics and Computer Science Series, 2014Co-Authors: Akbar Rezaei, Arsham Borumand Saeid, A. Radfar, Rajab Ali BorzooeiAbstract:In this paper, we consider the notion of Congruence Relation on pseudo BE-algebras and construct quotient pseudo BE-algebra via this Congruence Relation. Also, we use the notion of normal pseudo filters and get a Congruence Relation.
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Fuzzy Congruence Relations in CI -algebras
Neural Computing and Applications, 2012Co-Authors: Akbar Rezaei, Arsham Borumand SaeidAbstract:In this paper, we introduce the notion of fuzzy filters(ideals) in CI-algebras. We study fuzzy Congruence Relation in detail and construct quotient of \((X/\bar{\theta}; {\circ}, 1/\bar{\theta})\) via a fuzzy Congruence Relation on CI-algebra X.
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Some Results in Fuzzy Congruence Relations in CI–Algebras
2011Co-Authors: Akbar Rezaei, Arsham Borumand SaeidAbstract:In this paper we introduced notion of fuzzy filters and fuzzy ideals on CI–algebras. We give the construction of quotient (Xθ;o,1θ) via a fuzzy Congruence Relation of CI–algebra X.
Li Ai-ping - One of the best experts on this subject based on the ideXlab platform.
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Congruence Relation on Power Lattice
Fuzzy systems and mathematics, 2011Co-Authors: Li Ai-pingAbstract:In this paper,we study the Congruence Relation on power lattice of distributive lattice and obtain some important qualities of the Congruence Relation lattice on power lattice,further,one Congruence class of power lattice and two meet semi-lattices of the Congruence Relation lattice are given.
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Congruence Relation on Pseudocomplemented MS-algebras
Journal of Shangrao Normal College, 2006Co-Authors: Li Ai-pingAbstract:This paper studies connection of prime ideal and Congruence Relation in pseudo-complemented MS-algebra.We show that the Congruence lattice of pseudo-complemented MS-algebra is the same as the Congruence lattice of MS-algebra in it.
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The Prime Ideal and Congruence of SM-algebras
Journal of Wenzhou Teachers College, 2003Co-Authors: Li Ai-pingAbstract:Any Congruence Relation of SM-algebras is characterized by the sets of prime ideals of SM-algebras. The properties are then applied to obtain the structure of subdirectly irreducible SM-algebras.
