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On Retractable S-Acts

On Retractable S-Acts
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摘要 In this paper we introduce a class of right S-acts called retractable S-acts which are right S-acts with homomorphisms into their all subacts. We also give some classifications of monoids by comparing such acts with flatness properties. In this paper we introduce a class of right S-acts called retractable S-acts which are right S-acts with homomorphisms into their all subacts. We also give some classifications of monoids by comparing such acts with flatness properties.
作者 R. KHOSRAVI
出处 《Journal of Mathematical Research with Applications》 CSCD 2012年第4期392-398,共7页 数学研究及应用(英文版)
关键词 retractable S-acts MONOID retractable; S-acts; monoid
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参考文献7

  • 1V. FLEISCHER. Completely fiat monoids. Tartu Riikl. iil. Toimetised, 1982, 610: 38-52. (in Russian).
  • 2M. KILP. Flat polygons. Tartu Riikl. ill. Toimetised Vih., 1970, 253: 66-72. (in Russian).
  • 3M. KILP, U. KNAUER, A. V. MIKHALEV. Acts and Categories. Waiter de Gruyter & Co., Berlin, 2000.
  • 4S. M. KHURI. Endomorphism rings and lattice isomorphism J. Algebra, 1979, 56(2): 401-408:.
  • 5U. KNAUER, M. PETRICH. Characterization ofmonoids by torsion-free,//at, projective and free acts. Arch. Math. (Basel), 1981, 3o(4): 289-294.
  • 6P. NORMAK. On equalizer-fiat and pullback,fiat acts. Semigroup Forum, 1987, 36(3): 293-313.
  • 7M. SEDAGHATJOO, R. KHOSRAVI, M. ERSHAD. Princippaly weakly and weakly coherent monoids. Comm. Algebra, 2009, 37: 4281-4295.

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