Generalizations of the theory of quasifrobenius rings

Subject: QAarxiv: Mathematics::Commutative Algebra

References
(20)
20 references, page 1 of 2
 1
 2
Osaka Nath. J. 1 (1949), pp.52  61. ASANO, K.: 'Zur Arithmetik in ·Schiefringen, II',
I (1950), pp. 1  27. BASS, H.: 'Finitistic Dimension and a Homological
Hath. Soc. 95 (1960), pp. 466  488. BJOHK, J. E.: 'langs satisfying certain chain
conditions', J. fur Reine und Ange\1. lfath.
245 (1970), pp. 63  73. CONHELL, 1. G.:'On the group rine', Canad. J. Haths.
15 (1963), pp. 650  685. CURTIS, C. l/. and RBIlIEn, 1.: 'Hepresentution 'l'heory of
Interscience Publications, 1962. DESH:e1UWE, N. G.:' Structure of riCht subdirectly
irreducible rings. I.', J. Algebra 17 (1971)~
pp. 317  325. DHAN,. H.: Thesis, Uni v. of Leeds, 1967. [11] GOLDIE, A. H.: 'Rings .\'lith Haximum Condition',
Multigraphed notes, Yale University, 1961. [12J GOLDIE, A. \'i.:'Noncommutative Principal Ideal Rings',

Bioentities
(1)
1lrj Protein Data Bank 
Metrics
0views in OpenAIRE0views in local repository14downloads in local repository
The information is available from the following content providers:
From Number Of Views Number Of Downloads Warwick Research Archives Portal Repository  IRUSUK 0 14

 Download from


Cite this publication