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- W2357372735 abstract "The complex matrix representation of elements in 4-dimensional Clifford algebra is established,some properties of this representation are proved.By defining the Moore-Penrose inverse of Clifford number,a necessary and sufficient condition for an element in 4-dimensional Clifford algebra to be invertible is obtained,and further an expression of an invertible Clifford number γ is given.As an application,the general explicit solution of linear equation axb=c is given." @default.
- W2357372735 created "2016-06-24" @default.
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- W2357372735 date "2006-01-01" @default.
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- W2357372735 title "The complex matrix representation of 4-dimensional Clifford algebra and its application" @default.
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