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Some equivalence relations which are Borel reducible to isomorphism between separable Banach spaces

机译:可分离Banach空间之间同构的Borel可归约的一些等价关系

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摘要

We prove that the relation E-K sigma is Borel reducible to isomorphism and complemented biembeddability between subspaces of c(0) or l(p) with 1 <= p < 2. We also show that the relation E-K sigma circle times =(+) is Borel reducible to isomorphism, complemented biembeddability, and Lipschitz isomorphism between subspaces of L-p for 1 < p < 2.
机译:我们证明关系EK sigma是Borel可归约的同构并且具有1 <= p <2的c(0)或l(p)子空间之间的互补双嵌入性。我们还证明了关系EK sigma圆周时间=(+)为对于1 <2,Lp子空间之间的Borel可还原为同构,互补双嵌入性和Lipschitz同构。

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