SMOOTH BILINEAR FORMS OF L(2Rh(w1,w2)2) AND L(2Rh′(w1,w2)2)

  • Kim, Sung Guen; 
  • Lee, Chang Yeol
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초록

We characterize smooth points of unit balls in some spaces of bilinear forms on R-2 . We find that for some special cases of hexagonal norms, the set of smooth points of the unit ball of symmetric bilinear forms coincides with the set of those smooth points of the unit ball of bilinear forms that are symmetric.

키워드

Bilinear forms; smooth points; certain hexagonal norms on R-2
제목
SMOOTH BILINEAR FORMS OF L(2Rh(w1,w2)2) AND L(2Rh′(w1,w2)2)
저자
Kim, Sung Guen; Lee, Chang Yeol
DOI
10.31392/MFAT-npu26_1-2.2023.04
발행일
2023
유형
Article
저널명
METHODS OF FUNCTIONAL ANALYSIS AND TOPOLOGY
권
29
호
1
페이지
39 ~ 56