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Induced conjugacy classes and induced U_e(G)-modules
This paper is an expanded version of a lecture given at the conference "Hopf algebras and tensor categories", Almeri'a, July 2011. It will appear in the volume of Contemporary Math.
Giovanna Carnovale
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Neutrosophic projective G-submodules [PDF]
A significant area of module theory is the concept of free modules, projective modules and injective modules. The goal of this study is to characterize the projective G-modules under a single-valued neutrosophic set.
Binu R., P. Isaac
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G-modules, Springer's representations and bivariant Chern classes
Victor Ginsburg
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Near-ring is a generalization of ring. In ring theory, let R be a ring over addition and multiplication operation with unity element and G be a commutative group under addition operation.
Meryta Febrilian Fatimah+1 more
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Kemale Veliyeva
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$G$-dual Frames in Hilbert $C^{*}$-module Spaces [PDF]
In this paper, we introduce the concept of $g$-dual frames for Hilbert $C^{*}$-modules, and then the properties and stability results of $g$-dual frames are given.
Fatemeh Ghobadzadeh, Abbas Najati
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Flexible modules and graded rings
A G−graded R−module is called flexible if Mg = RgMe for every g ∈ G. In this paper, we study the relationship between a flexible module and the graded ring R through different aspects.
Fida Moh'd, Mamoon Ahmed, Mashoor Refai
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GENERALIZATIONS OF δ-LIFTING MODULES [PDF]
In this paper we introduce the notions of G∗L-module and G∗L-module whichare two proper generalizations of δ-lifting modules. We give some characteriza tions and properties of these modules. We show that a G∗L-module decomposesinto a semisimple submodule
Yahya Talebi, Mehrab Hosseinpour
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G-RRDB: An Effective THz Image-Denoising Model for Moldy Wheat
In order to solve the problem of large image noise and unremarkable features caused by factors such as fluctuations in the power of a light source during the terahertz image acquisition of wheat, this paper proposes a THz image-denoising model called G ...
Yuying Jiang+4 more
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Invariant properties of modules under smash products from finite dimensional algebras
We give the relationship between indecomposable modules over the finite dimensional $ k $-algebra $ A $ and the smash product $ A\sharp G $ respectively, where $ G $ is a finite abelian group satisfying $ G\subseteq Aut(A) $, and $ k $ is an ...
Wanwan Jia, Fang Li
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