k-Strict Convexity and k-UR Spaces
Received:November 21, 1990  
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Author NameAffiliation
Nan Chaoxun Dept. Math.
Anhui Normal University
Wuhu 
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Abstract:
      The results of this paper are as follow(1) Let X be a finite dimensional Banach space and dim X≥ k. If X is k-strictly convex, then X is k-uniformly rotund.(2) Let X be k1-strictly convex and let Y be k2 strictly convex. Then (X⊕Y)p, is (k1+k2-1)-strictly convex.
Citation:
DOI:10.3770/j.issn:1000-341X.1992.04.006
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