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“…(类似地, 当 1 < p < 2 时, 则 AL p 球面之间的 " 扩张" 映像也必为 "等距" 映像. )而在文献[43,44] 中, 我们则更进一步得到了有关赋范空间中 1-Lipschitz 可成为 "等距" 算子的 某些充分条件. 此外, 对于赋范和赋准范空间中有关 1-Lipschitz 映像的研讨, 则可参看王瑞东的文章 (参考文献 [45, 46]), 以及文献 [47-49].…”
unclassified
“…(类似地, 当 1 < p < 2 时, 则 AL p 球面之间的 " 扩张" 映像也必为 "等距" 映像. )而在文献[43,44] 中, 我们则更进一步得到了有关赋范空间中 1-Lipschitz 可成为 "等距" 算子的 某些充分条件. 此外, 对于赋范和赋准范空间中有关 1-Lipschitz 映像的研讨, 则可参看王瑞东的文章 (参考文献 [45, 46]), 以及文献 [47-49].…”
unclassified
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