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Klee-Phelps convex groupoids by James F. Peters; Mehmet A. Öztürk; Mustafa Uçkun is a Mathematics article available to read on EtoBox.

What is Klee-Phelps convex groupoids about?

We prove that a pair of proximal Klee-Phelps convex groupoids A(•), B(•) in a finitedimensional normed linear space E are normed proximal, i.e., A(•) δ B(•) if and only if the groupoids are normed proximal. In addition, we prove that the groupoid neighbourhood Nz(•) ⊆ Sz(•) is convex in E if and only if Nz(•) = Sz(•).

Who reads Klee-Phelps convex groupoids?

Author

James F. Peters; Mehmet A. Öztürk; Mustafa Uçkun

Publisher

SP Versita; De Gruyter Open Sp. z o.o. ; Walter de Gruyter GmbH (ISSN 0139-9918)

Published

2017

Language

EN

Field

Mathematics (Physical Sciences)