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1.
给出仿射代数集上多项式自同态为同构的Grobner基准则,井利用Wu-Ritt算法进行了计算,同时给出一些具体例子. 相似文献
2.
在本文中,我们利用李群及其表示理论作为主要工具, 讨论了紧黎曼对称空间到Grassmann 流形的等变等距极小浸入问题. 相似文献
3.
设G为线性连通单李群可裂G2.本文得到了G的缠结算子作用于G的标准诱导表示的某些子空间的公式.利用这些公式可给出C的不可约酉表示的精确极限. 相似文献
4.
T拟内射模与TQI环 总被引:2,自引:0,他引:2
本文定义并刻划了T拟内射模与T拟内射包,证明了WG-cocriticalT拟内射模的自同态环为正则非奇异右自内射环.最后讨论了T拟内射模与T内射模一致的环,即TQI环.还给出了Gabriel拓扑G中每个右理想T拟内射的几个等价条件 相似文献
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6.
END-正则的循环图 总被引:1,自引:1,他引:0
称图X是End-正则图如果它的自同态幺半解EndX是正则的幺半解,即关于任意自同态f存在一个自同态g使得fgf=f。本文对顶点度数小于4的End-正则循环图进行了刻划。 相似文献
7.
图的强化缩核与图的强自同态幺半群的正则性 总被引:1,自引:0,他引:1
本文研究图及其强自同态幺半群,首先刻画了图的强自同态幺半群的正则元,然后给出了此幺半群正则的充要条件,这推广了(1)和(2)中关于有限图的强自同态幺半群正则的结果。 相似文献
8.
本文研究图及其强自同态幺半群.首先刻画了图的强自同态幺半群的正则元,然后给出了此幺半群正则的充要条件.这推广了[1]和[2]中关于有限图的强自同态幺半群正则的结果. 相似文献
9.
设G是任意群,本文给出了G-集G/H-分次模的分次自同态环的刻画.特别地,对我们证得N(H)/H-分次自同态环END(G/H,R)-gr(M)等于分次环ENDR(M)N(H)/H. 相似文献
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By End(G) and hEnd(G) we denote the set of endomorphisms and half-strong endomorphisms of a graph G respectively. A graph G is said to be E-H-unretractive if End(G) = hEnd(G). A general characterization of an E-H-unretractive graph seems to be difficult. In this paper, bipartite graphs with E-H-unretractivity are characterized explicitly. 相似文献
12.
强自同态半群构成并群的图族 总被引:1,自引:0,他引:1
李为民 《数学物理学报(A辑)》2006,26(4):570-577
该文给出强自同态半群构成并群的图族的特征, 同时文中也明确刻划了其中每个群的单位元. 相似文献
13.
Lucyna Kabza 《代数通讯》2013,41(14):5419-5435
Let G be a group and S an inverse semigroup of endomorphisms of G. The simplicity of the centralizer near- ring MS(G) = {fε M(G)‖foα = αo f, ?αεS} is characterized. The necessary and sufficient conditions are given for simplicity of Ms(G) in terms of the structure of G and S. 相似文献
14.
In this paper we continue the investigation of centralizer near-rings C(S;G) where S is a semigroup of endomorphisms of the
group G. We consider two situations. In Part I we take G=Sx for some x∈G and in Part II we take S to be a union of groups.
In each case we study the structure of C(S;G).
Dedicated to T. Tamura on his 65th Birthday 相似文献
15.
本文给出五边方程的集合理论解.假设V作用在有限群的张量积G(?)G上,满足五边方程V12V13V23=V23V12,则在给定条件下,V由三元组(a,d,p)惟一确定,其中a,d,p是G到自身的群同态。由此给出了V的分类. 相似文献
16.
Timothy P. Bywaters Helge Glöckner Stephan Tornier 《Israel Journal of Mathematics》2018,227(2):691-752
The concepts of the scale and tidy subgroups for an automorphism of a totally disconnected locally compact group were defined in seminal work by George A. Willis in the 1990s, and recently generalized to the case of endomorphisms (G. A.Willis, Math. Ann. 361 (2015), 403–442). We show that central facts concerning the scale, tidy subgroups, quotients, and contraction groups of automorphisms extend to the case of endomorphisms. In particular, we obtain results concerning the domain of attraction around an invariant closed subgroup. 相似文献
17.
Julia Weber 《K-Theory》2005,36(1-2):169-207
We introduce the universal functorial equivariant Lefschetz invariant for endomorphisms of finite proper G-CW-complexes, where G is a discrete group. We use K0 of the category of “ ϕ -endomorphisms of finitely generated free RΠ(G, X)-modules”. We derive results about fixed points of equivariant endomorphisms of cocompact proper smooth G-manifolds.
Received: February 2006 相似文献
18.
M. N. Arshinov 《Mathematical Notes》1970,7(1):70-73
Let E be the ring of endomorphisms of an abelian group G, and let the group G be given the structure of a left module over the ring E in the natural way. We solve the problem of determining the projective dimension of the module.Translated from Matematicheskie Zametki, Vol. 7, No. 1, pp. 117–124, January, 1970. 相似文献
19.
Let (G, F) be a fibered group and let Γ be a semigroup of endomorphisms of G such that {id.}? Γ and σ(A) ? A for σ ∈Γ, A ∈F. In this paper we investigate the structure of fibered groups (G, F, Γ) which have a non-trivial center. We start with general considerations and conclude with the construction of a large class of examples. In the situation in which Γ ≠{id.} much structure can be obtained. In particular, when G is a finite group G is a p-group and in many cases also of exponent p. 相似文献
20.
A. R. Chekhlov 《Mathematical Notes》2013,94(3-4):583-589
It is proved that if all the endomorphisms of a reduced torsion-free weakly transitive Abelian group are bounded right-nilpotent, then its ring of endomorphisms is commutative. The ring of endomorphisms of a torsion-free Abelian group with periodic group of automorphisms and Engel ring of endomorphisms is also commutative. 相似文献