Results 11 to 20 of about 1,381 (158)
A short proof of the Buchstaber-Rees theorem [PDF]
, 2010 We give a short proof of the Buchstaber-Rees theorem concerning symmetric powers. The proof is based on the notion of a formal characteristic function of a linear map of algebras.Comment: 11 pages ...
H. M. Khudaverdian, Th, Th. Voronov
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Topological applications of graded Frobenius $n$-homomorphisms, II [PDF]
Transactions of the Moscow Mathematical Society, 2011 This paper is divided into three parts. In the first part the author generalizes the work of V. M. Buchstaber and E. G. Rees on Frobenius \(n\)-homomorphisms to the case of graded algebras. In the second part the author applies the new algebraic technique of Frobenius \(n\)-homomorphisms to find estimates on the cohomological length of the base and the
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Generalized ulam-hyers stability of C*-Ternary algebra n-Homomorphisms for a functional equation [PDF]
Journal of Inequalities and Applications, 2011 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Park, Won-Gil, Bae, Jae-Hyeong
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Properties of neutrosophic κ-ideals in subtraction semigroups G [PDF]
Neutrosophic Sets and Systems, 2023 Our aim is to explore the idea of neutrosophic N-ideals in near-subtraction semigroups in this article and obtain some outcomes that are equivalent to them. We also illustrate the notion of a neutrosophic κ-intersection.
G. Muhiuddin +3 more
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Analytic equivalence of normal crossing functions on a real analytic manifold [PDF]
, 2009 By Hironaka Desingularization Theorem, any real analytic function has only normal crossing singularities after a suitable modification. We focus on the analytic equivalence of such functions with only normal crossing singularities. We prove that for such
Fichou, Goulwen, Shiota, Masahiro
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AUTOMATIC CONTINUITY OF n-HOMOMORPHISMS BETWEEN TOPOLOGICAL ALGEBRAS [PDF]
Bulletin of the Australian Mathematical Society, 2011 AbstractA map θ:A→B between algebras A and B is called n-multiplicative if θ(a1a2⋯an)=θ(a1) θ(a2)⋯θ(an) for all elements a1,a2,…,an∈A. If θ is also linear then it is called an n-homomorphism. This notion is an extension of a homomorphism. We obtain some results on automatic continuity of n-homomorphisms between certain topological algebras, as well as ...
Honary, Taher G., Shayanpour, H.
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Universal mapping properties of some pseudovaluation domains and related quasilocal domains
International Journal of Mathematics and Mathematical Sciences, 2006 If (R,M) and (S,N) are quasilocal (commutative integral) domains and f:R→S is a (unital) ring homomorphism, then f is said to be a strong local homomorphism (resp., radical local homomorphism) if f(M)=N (resp., f(M)⊆N and for each x∈N, there exists a
Ahmed Ayache +2 more
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Geometrical Description of the Local Integrals of Motion of Maxwell-Bloch Equation [PDF]
, 1995 We represent a classical Maxwell-Bloch equation and related to it positive part of the AKNS hierarchy in geometrical terms. The Maxwell-Bloch evolution is given by an infinitesimal action of a nilpotent subalgebra $n_+$ of affine Lie algebra $\hat {sl}_2$
Antonov, A. V. +2 more
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A note on the homomorphism theorem for hemirings
International Journal of Mathematics and Mathematical Sciences, 1978 The fundamental homomorphism theorem for rings is not generally applicable in hemiring theory. In this paper, we show that for the class of N-homomorphism of hemirings the fundamental theorem is valid.
D. M. Olson
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Neutrosophic N − structures on Sheffer stroke BCH-algebras [PDF]
Neutrosophic Sets and Systems, 2022 The aim of the study is to introduce a neutrosophic N −subalgebra and neutrosophic N −ideal of a Sheffer stroke BCH-algebras. We prove that the level-set of a neutrosophic N −subalgebra (neutrosophic N −ideal) of a Sheffer stroke BCH-algebra is its ...
Tahsin Oner, Tugce Katican, Akbar Rezaei
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