【摘要】 设０≠ｘ∈Ｌｍ ．如果ｘ 有（唯一）支撑泛函ｙ∈Ｓ（Ｌ０Ｎ），即ｙｙｙ０Ｎ＝ １，〈ｘ，ｙ〉＝ ｙｘｙＭ，则称ｘ是具有（唯一）函数型支撑的点．本文在Ｏｒｌｉｃｚ 空间ＬＭ（Ｌ０Ｍ，ｌＭ，ｌ０Ｍ）中给出具有（唯一）函数型支撑的点的判定准则．更多还原

【Abstract】 x∈L M. If x has (unique) support functional y∈S(L 0 N),namely ‖y‖ 0 N=1 and 〈x,y〉=‖x‖ M,then x is called the point which has (unique) function type support functional.The criteria of such points in L M(L 0 M,l M,l 0 M) are given.更多还原