E
Edward Z. Andalafte
Researcher at University of Missouri–St. Louis
Publications - 21
Citations - 128
Edward Z. Andalafte is an academic researcher from University of Missouri–St. Louis. The author has contributed to research in topics: Metric space & Inner product space. The author has an hindex of 8, co-authored 21 publications receiving 120 citations. Previous affiliations of Edward Z. Andalafte include Saint Louis University.
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Angles in Normed Linear Spaces and a Characterization of Real Inner Product Spaces
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Angle Bisectors in Normed Linear Spaces
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Existence of 2-segments in 2-metric spaces
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An extension of pythagorean and isosceles orthogonality and a characterization of inner-product spaces
TL;DR: In this paper, a new orthogonality relation in normed linear spaces which generalizes pythagorean and isosceles orthogons is defined, and it is shown that the new relation is homogeneous (additive) if and only if the space is a real inner product space.
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Characterization of inner product spaces in V- and L-spaces
TL;DR: In this article, it was shown that a metrization of an angle bisector property used in [3] to characterize real inner product spaces among Banach spaces also characterizes real inner products spaces among V-spaces, and among another class of spaces, the L-space.