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纯整环并半环上的同余对 被引量:1

Congruence-pairs on Orthorings
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摘要 不同于正则半群中的方法研究同余,为了刻画纯整环并半环上的同余,定义了纯整环并半环上的同余对。对纯整环并半环上的同余进行了研究,得到了纯整环并半环上关于同余和同余对的一些结果。主要结论是:纯整环并半环上的每个同余都被其上的同余对所唯一确定。 To describe the congruences on orthorings, the concept of congruence-pair is introduced which is different from the method in regular semigroups. The congruences on orthorings are studied. Results concerning congruences and congruence-pairs on orthorings are obtained. The main result is as the following: Every congruence on orthorings is uniquely determined by the congruence-pair.
出处 《中山大学学报(自然科学版)》 CAS CSCD 北大核心 2005年第6期8-10,共3页 Acta Scientiarum Naturalium Universitatis Sunyatseni
基金 国家自然科学基金资助项目(10471112)
关键词 纯整环并半环 同余 同余对 orthoring congruence congruence-pair
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  • 1F.Pastijn,郭聿琦.The lattice of idempotent distributive semiring varieties[J].Science China Mathematics,1999,42(8):785-804. 被引量:18
  • 2郭聿琦,任学明,岑嘉评.左C─半群的又一结构[J].数学进展,1995,24(1):39-43. 被引量:20
  • 3M. K. Sen,Y. Q. Guo,K. P. Shum.A Class of Idempotent Semirings[J].SemiGroup Forum.2000(3)
  • 4F. Pastijn,Yuqi Guo.The lattice of idempotent distributive semiring varieties[J].Science in China Series A: Mathematics.1999(8)
  • 5S. Ghosh.A Characterization of Semirings Which Are Subdirect Products of a Distributive Lattice and a Ring[J].SemiGroup Forum.1999(1)
  • 6Libor Polák.On varieties of completely regular semigroups III[J].Semigroup Forum.1988(1)
  • 7F. Pastijn.Idempotent distributive semirings II[J].Semigroup Forum.1983(1)
  • 8Plonka,J.On distributive quasi-lattices, Fund[].Mathematica Journal.1967
  • 9Pastijn,F.The lattice of completely regular semigroup varieties, J[].Australian Mathematical Society Gazette.1990
  • 10Grillet,M. P.Semirings with a completely simple additive semigroup, J[].Australian Mathematical Society Gazette.1975

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