Completeness of inner product spaces wit
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Gianpiero Cattaneo; Giuseppe Marino
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Article
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1986
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Springer
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English
⚖ 222 KB
The set E(S) of all splitting subspaces, i.e., of all subspaces M of an inner product space S for which M(~ M • = S holds, is an orthocomplemented orthomodular orthoposet and it has already been shown that the ordering property on E(S) of being a complete lattice characterizes the completeness of in