HIGHLIGHTS
- who: Hilbert space and collaborators from the Shinshu UniversityNagano, Japan have published the article: No, in the Journal: (JOURNAL)
SUMMARY
Preliminaries From now on X denotes a real unitary space and x, y, y1, y2 denote points of X. Now the authors state the proposition: Let the authors consider a real unitary space X, points x, y of X, and points z, t of MetricSpaceNorm(the real normed space of X). Proof: For every object z, z ∈ the carrier of M + OrtComp(M ) iff z ∈ the carrier of X. For every object z . . .
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