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Multiplicative Jordan Decomposition in Integral Group Ring of Group K_8×C_5
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作者 Wang Xiu-lan Zhou Qing-xia 《Communications in Mathematical Research》 CSCD 2017年第1期64-72,共9页
In this article,we present the multiplicative Jordan decomposition in integral group ring of group K8 × C5,where K8 is the quaternion group of order 8.Thus,we give a positive answer to the question raised by Hale... In this article,we present the multiplicative Jordan decomposition in integral group ring of group K8 × C5,where K8 is the quaternion group of order 8.Thus,we give a positive answer to the question raised by Hales A W,Passi I B S and Wilson L E in the paper 'The multiplicative Jordan decomposition in group rings II. 展开更多
关键词 integral group ring jordan decomposition semisimple element nilpotent element
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Signed Additive Fuzzy Measure
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作者 纪爱兵 《Chinese Quarterly Journal of Mathematics》 CSCD 2000年第4期43-48,共6页
In this paper, we introduce the concept of signed additive fuzzy measure on a class of fuzzy sets, then, on certain condition, a series of decomposition theorems of signed additive fuzzy measure are proved.
关键词 generated fuzzy σ-algebra signed additive fuzzy measure Hahn decomposition theorem jordan decomposition theo
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Decompositions of Revised Monotone Signed Fuzzy Measures
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作者 张强 刘克 《Tsinghua Science and Technology》 SCIE EI CAS 2003年第1期60-64,共5页
The concept of fuzzy measure was introduced by Sugeno in 1974. A notion of signed fuzzy measure is introduced in this paper, and its elementary properties are briefly discussed. An analogue of Hahn decomposition theo... The concept of fuzzy measure was introduced by Sugeno in 1974. A notion of signed fuzzy measure is introduced in this paper, and its elementary properties are briefly discussed. An analogue of Hahn decomposition theorem is established under the null-null-additive condition. A version of the Jordan decomposition theorem is proved under the null-additive condition. 展开更多
关键词 signed fuzzy measure null-additivity null-null-additivity Hahn decomposition jordan decomposition
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Almost Linear Nash Groups
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作者 Binyong SUN 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2015年第3期355-400,共46页
A Nash group is said to be almost linear if it has a Nash representation with a finite kernel. Structures and basic properties of these groups are studied.
关键词 Nash manifold Nash group Nash representation jordan decomposition Levi decomposition Cartan decomposition Iwasawa decomposition
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