摘要
给出了Orlicz空间LM中L°N一致凸(L°NUR)点的定义,找到了LM中L°NUR点的判别准则及一些相应推论.
In this paper, we define the L ° NUR point in Orlicz spaces L M and the criteria of L ° NUR points was given. Also we show some corresponding Corollaries. The main results are as follows: x∈S(L M) is an L ° NUR points (i) ξ(x)<1; ( ii ) μ{t∈G:|x(t)|∈R\S M}=0; (iii) μ{t∈G:|x(t)|∈∪∞i=1{b i}}=0 or μ{t∈G:|x(t)|∈∪∞i=1{a i}}=0 and M∈ 2. L M is L ° NURM∈△ 2∩ 2 and M(·) is SR.
出处
《纯粹数学与应用数学》
CSCD
1997年第2期50-54,共5页
Pure and Applied Mathematics
基金
黑龙江省自然科学基金