On Two Kinds of Self-Mapping in  BCI-Algebras

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On Two Kinds of Self-Mapping in BCI-Algebras

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- On Two Kinds of Self-Mapping in BCI-Algebras
- BCI-代数上的两类自映射
- Issue 5, Pages: 381-383(2003)
- 作者机构：
  
  吕梁高等专科学校数学系山西离石,033000
- 作者简介：
- 基金信息：
- DOI：
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- Published：2003
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刘方. On Two Kinds of Self-Mapping in BCI-Algebras[J]. 2003, (5): 381-383.
DOI：

刘方. On Two Kinds of Self-Mapping in BCI-Algebras[J]. 2003, (5): 381-383. DOI：

摘要

　定义了BCI-代数上的两类自映射

讨论了两类映射的运算以及它们的核和象的性质.最后研究了这两类映射和诣零BCI-代数的关系

给出了诣零BCI-代数的一个新的刻划.

Abstract

Two kinds of selfmapping in BCIalgebra are defined. Then the operation of the two mapping and the property of their kernels and images are discussed. The relationship between nil BCIalgebra and two mappings are given

and a new characteristic of nil BCIalgebra is also presented.

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references

　ImaiY,IsekiK.OnaxiomsystemofpropositionalcaluliXIV[J].Proc.JapanAcad,1966,42:19-22.

　XiCC.OnaclassofBCI-algebras[J].Math.Japan,1966,35:13-17.

　HuangWP.Nil-radicalinBCI-algebras[J].Math.Japonica,1992,37(2):363-366.

　HuangWP,XuSX.SomecharacterizationsofnilidealsinBCI-algebras[J].南都学耘,1997,12(1):5.

　JunYB,RohEH.NilidealsinBCI-algebras( )[J].Math.Japonica,1995,41(3):553-556.

　JunYB,MengJ,RohEH.OnnilidealsinBCI-algebras[J].Math.Japonica,1993,38:1051-1056.383

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