Cofinal Families of Borel Equivalence Relations and Quasiorders
Journal of Symbolic Logic 70 (4):1325 - 1340 (2005)
| Abstract | Families of Borel equivalence relations and quasiorders that are cofinal with respect to the Borel reducibility ordering. ≤B, are constructed. There is an analytic ideal on ω generating a complete analytic equivalence relation and any Borel equivalence relation reduces to one generated by a Borel ideal. Several Borel equivalence relations, among them Lipschitz isomorphism of compact metric spaces, are shown to Kσ complete | |||||||||
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