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Differentiability of Norms and Rotundity in Tree

http://hdl.handle.net/20.500.12678/0000000314
e83a2de2-7a64-4df1-8287-067416872719
d71cb47f-5d9d-4ccd-b4c6-4948ebb05a38
None
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Be Be Be.pdf (456 Kb)
Publication type
Journal article
Upload type
Publication
Title
Title Differentiability of Norms and Rotundity in Tree
Language en
Publication date 2018
Authors
Be Be
Description
In this paper, the basic concepts of differentiability and rotundity of norms are first
studied. And then the convex function is discussed. After definition Kadec-Klee property
and the James tree space JT, the dual space JT* are discussed. The double dual space is a
subspace of a weakly compactly generated and dual space admits an equivalent locally
uniformly rotund norm.
Keywords
differentiability
Identifier https://oar.ydbu.edu.mm/handle/123456789/265
Journal articles
1
Yadanabon University Research Journal
9
Conference papaers
Books/reports/chapters
Thesis/dissertations
0
0
views
downloads
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