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On relatively analytic and Borel subsets | Arnold W. Miller
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1 May 2003 | Subject: | Logic MSC-class: 03E35; 03E17; 03E15 | math.LO | Abstract: | Define z to be the smallest cardinality of a function f:X->Y with X and Y sets of reals such that there is no Borel function g extending f. In this paper we prove that it is relatively consistent with ZFC to have b | Source: | arXiv, math.LO/0305036 | Services: | Forum | Review | PDF | Favorites |
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