By Kar Ping Shum, Zhe-Xian Wan, Jiping Zhang
On Normalized desk Algebras Generated through a loyal Non-Real portion of measure three (Z Arad & G Chen); Graph Semigroups (V Dlab & T Pospichal); Moor-Penrose Generalized Inverses of Matrices Over department earrings (Z-X Wan); M-Solid Pseudovarieties and Galois Connections (K Denecke & B Pibaljommee); Indecomposable Decompositions of CS-Modules (J L Gomez Pardo & P A Guil Asensio); Hereditary jewelry, QF2 jewelry and earrings of Finite illustration kind (C R Hajarnavis); sturdy Burst errors Detecting Cyclic Codes (S Jain); at the Homology Bifunctors Over Semimodules (X T Nguyen); a few difficulties and Conjectures in Modular Representations (J-P Zhang); and different papers
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Additional resources for Advances in algebra : proceedings of the ICM Satellite Conference in Algebra and Related Topics
BALLESTER-BOLINCHES Departament d'Algebm, Universitat de Valdncia; Dr. es R. ESTEBAN-ROMERO AND M. C. upv. es Some characterisations of the classes of finite groups in which normality (respectively, permutability and Sylow permutability) are given in this survey. Dedicated to the memory of Professor B H Neumann 1 Introduction All groups considered in this paper will be finite. A group G is said to be a T-group when every subnormal subgroup of G is normal in G, that is, when normality is a transitive relation.
J. of Algebra, v. 177(1995), pp. 297-337 [ll] 2 . Arad, H. Arisha, E. Fisman, M. Muzychuk. Integral standard table algebras with a faithful nonreal element of degree 3, J . of Algebra 231(2), (2000), 473-483  H. I. Blau. Integral table algebras and Bose-Mesner algebras with a faithful nonreal element of degree 3, J. of Algebra 231(2)(2000), 484545  W. Feit. The current situation in the theory of finite simple groups, Actes, Congrbs intern. , 1970. Tomel, pp. 55-93  H. F. BIichfeldt.
A. Heliel. Finite groups in which normality is a transitive relation. Arch. Math. (Basel), 76:321-325, 2001. 22. R. W. Van der Waall and A. Fransman. On products of groups for which normality is a transitive relation on their Frattini factor groups. , 19:59-82, 1996. SEMIGROUPS SATISFYING CERTAIN REGULARITY CONDITIONS* STOJAN BOGDANOVIC Faculty of Economics, University of NiS, Trg Kralja Aleksandra 11, P. 0. ac. yu MIROSLAV CIRIC Faculty of Sciences a n d Mathematics, University of NiS, ViSegradska 33, P.