نتایجی در mv-مدولها

نتایجی درباره گروه های کامل

فرض کنید یک G گروه کامل باشد. در این مقاله با روش جدیدی ثابت می کنیم که هر خودریختی از گروه G را می توان به طور یکتا به یک خودریختی از گروه پوششی G گسترش داد. همچنین ثابت می کنیم اگر G یک فاکتور مرکزی از گروهی مثل H باشد آنگاه هر خودریختی از گروه G به طور یکتا به یک همریختی از گروه پوششی G به H گسترش پیدا می کند.

MV* - Algebras

In this paper we make an algebraic study of the variety of M V * –algebras introduced by C. C.Chang as an algebraic counterpart for a logic with positive and negative truth values. We build the algebraic theory of M V * –algebras within its own limits using a concept of ideal and of prime ideal that are very naturally related to the corresponding concepts in –groups. The main results are a subd...

Mv - Cycles and Mv - Polytopes in Type A

We study, in type A, the algebraic cycles (MV-cycles) discovered by I. Mirkovi´c and K. Vilonen [MV]. In particular, we partition the loop Grassmannian into smooth pieces such that the MV-cycles are their closures. We explicitly describe the points in each piece using the lattice model of the loop Grassmannian in type A. The partition is invariant under the action of the coweights and, up to th...

Bipolar Fuzzy Hyper Mv-deductive Systems of Hyper Mv-algebras

The notions of bipolar fuzzy hyper MV-subalgebras, (weak) bipolar fuzzy hyper MV-deductive system and precisely weak bipolar fuzzy hyper MV-deductive system are introduced, and their relations are investigated. Characterizations of bipolar fuzzy hyper MV-subalgebras and weak bipolar fuzzy hyper MV-deductive systems are provided.

Mv - Cycles and Mv - Polytopes in Type A

We study, in type A, the algebraic cycles (MV-cycles) discovered by I. Mirkovi´c and K. Vilonen [MV]. In particular, we partition the loop Grassmannian into smooth pieces such that the MV-cycles are their closures. We explicitly describe the points in each piece using the lattice model of the loop Grassmannian in type A. The partition is invariant under the action of the coweights and, up to th...

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