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951.
952.
G. E. Puninskii 《Mathematical Notes》1999,66(5):608-612
It is proved that the category of modules of finite length over a broad class of generalized Weyl algebras contains no left
almost split morphism starting from a simple module. It is shown that a similar assertion holds for the algebraUsl2(k) over an algebraically closed field k of characteristic 0. As a by-product, a new series of simple modules for such algebras
is constructed.
Translated fromMatematicheskie Zametki, Vol. 66, No. 5 pp. 734–740, November, 1999. 相似文献
953.
Edgar E. Enochs Overtoun M. G. Jenda Jinzhong Xu 《Algebras and Representation Theory》1999,2(3):259-268
Before his death, Auslander announced that every finitely generated module over a local Gorenstein ring has a minimal Cohen–Macaulay approximation. Yoshimo extended Auslander's result to local Cohen–Macaulay rings admitting a dualizing module.Over a local Gorenstein ring the finitely generated maximal Cohen–Macaulay modules are the finitely generated Gorenstein projective modules so in fact Auslander's theorem says finitely generated modules over such rings have Gorenstein projective covers. We extend Auslander's theorem by proving that over a local Cohen–Macaulay ring admitting a dualizing module all finitely generated modules of finite G-dimension (in Auslander's sense) have a Gorenstein projective cover. Since all finitely generated modules over a Gorenstein ring have finite G-dimension, we recover Auslander's theorem when R is Gorenstein. 相似文献
954.
D. J. Benson 《Algebras and Representation Theory》1999,2(3):287-294
Let k be a commutative ring of coefficients and G be a finite group. Does there exist a flat k G-module which is projective as a k-module but not as a k G-module? We relate this question to the question of existence of a k-module which is flat and periodic but not projective. For either question to have a positive answer, it is at least necessary to have |k| ≥ ?ω. There can be no such example if k is Noetherian of finite Krull dimension, or if k is perfect. 相似文献
955.
Hongji Chen 《数学学报(英文版)》1999,15(4):561-568
In this paper we show that an A-module is a direct sum of a trivial module and a nosingular module, and we also give the structure of nonsingular module
over infinite dimensional simple Novikov algebras of types (II) and (III) over a field F of Characteristic 0. 相似文献
956.
957.
介绍了一种采用铜-聚酰亚胺薄膜多屡蒸板的多芯片组件(MCM),它解决了高频下维持较低变调噪声带来的传输损耗增大,以及大量LSI芯片的同时切换噪声增大的问题。 相似文献
958.
959.
960.
Let H be a finite-dimensional pointed Hopf algebra of rank one over an algebraically closed field of characteristic zero.In this paper we show that any finite-dimensional indecomposable H-module is generated by one element.In particular,any indecomposable submodule of H under the adjoint action is generated by a special element of H.Using this result,we show that the Hopf algebra H is a principal ideal ring,i.e.,any two-sided ideal of H is generated by one element.As an application,we give explicitly the generators of ideals,primitive ideals,maximal ideals and completely prime ideals of the Taft algebras. 相似文献