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对合正规带簇

Variety of Normal Band with Involution
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摘要 运用半群的对合半格序系统研究对合正规带簇,并对对合正规带作出了刻画.对合半群S是含对合运算的正规带当且仅当S是矩形带的对合半格.推广了正规带成为对合正规带的一些结果. Using the structure of involutorial semi - lattice of semi - group, we have made a study of the vatiety of normal band with involution. We have proven that involution semi - group S is a normal band with involution if and only if S is involutorial semi - lattice of rectan-gular band. We have also expanded normal band which in turn has become normal band with involution.
出处 《西安文理学院学报(自然科学版)》 2013年第1期10-12,共3页 Journal of Xi’an University(Natural Science Edition)
基金 陕西省自然科学研究资助项目(07JK413)
关键词 对合正规带 半群的对合半格序系统 normal band with involution involutorial semi - lattice of semi - group variety
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参考文献5

  • 1FOULIS D J. Baer * -semigroups[ J]. Proc. Amer. Math. Soc,1960,11:648 -655.
  • 2WAGNER V V. Generalized heaps and generalized groups with a transitive compati -bility relation( in Russian) [ J ]. Uc. Zap. Saratov. Univ. Meh - Mat, 1961,70:25 - 39.
  • 3NORDAHI T E, SCHEIBLICH H E. Regular * - semigroups [ J]. Semigroup Forum, 1978,16:369 - 377.
  • 4DOLINKA I. Idempotent distributive semingrings with involution[J]. Int. J. Mgebra Comp. ,2003,5:165 -178.
  • 5ADAIR C L. Bands with an involution[ J]. J. Algebra, 1982,75:297 - 314.

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