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- W914327289 abstract "In this paper, we introduce the almost linear spaces, a generalization of linear spaces. We prove that if the almost linear space X has a finite basis then, as in the case of a linear space, the cardinality of bases for the almost linear space X is unique. In the case X = Wx ＋ Vx, we prove that B'= {'} is a basis for the algebraic dual X of X if B = {'} is a basis for the almost linear space X. And we have an example X(Wx ＋ Vx) which has no such a basis." @default.
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- W914327289 date "1995-01-01" @default.
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- W914327289 title "BASIS FOR ALMOST LINEAR SPACES" @default.
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