Borel equivalence relations between ell₁ and ell_p
classification
🧮 math.LO
math.FA
keywords
borelequivalenceomegarelationscontinuumincomparablemanyordered
read the original abstract
In this paper, we show that, for each $p>1$, there are continuum many Borel equivalence relations between $\Bbb R^\omega/\ell_1$ and $\Bbb R^\omega/\ell_p$ ordered by $\le_B$ which are pairwise Borel incomparable.
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