On maps preserving isosceles orthogonality in normed linear spaces
Abstract
En
We show that a linear map from a normed linear space X to another normed linear space Y preserves isosceles orthogonality if and only if it is a scalar multiple of a linear isometry.
We show that a linear map from a normed linear space X to another normed linear space Y preserves isosceles orthogonality if and only if it is a scalar multiple of a linear isometry.
DOI Code:
10.1285/i15900932v29n1p55
Keywords:
46B20; 52A21
46B20; 52A21
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