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THE FINITE SEMIGROUPS OF QUATERNIONS MATRICES
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作者 Wang Guodong Zhao Bo(Dept.of Math .,Yunnan University,Kunming 650091/Dept.of Computer Science,Yunnan Normal University,Kunming 650091,PRC) 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 2000年第S1期68-70,共3页
In this paper,we shall prove that for any positive interger n,there exists non-trivialcommutative finite semigroup of idempotent consisting of some n×n real quaternion matri-ces which is lower semilattice.In the ... In this paper,we shall prove that for any positive interger n,there exists non-trivialcommutative finite semigroup of idempotent consisting of some n×n real quaternion matri-ces which is lower semilattice.In the process of solving this problem we shall see thatmany properties of generalized inverses for complex matrices still hold for quaternions ma- 展开更多
关键词 PRC In THE finite semigroups OF QUATERNIONS MATRICES over REAL
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