Zhi Yin

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20112023

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math.LO2013

Embeddings of $P (ω) / Fin$ into Borel Equivalence Relations between $ℓ_{p}$ and $ℓ_{q}$

Zhi Yin

We prove that, for $1 \leq p < q < \infty$ , the partially ordered set $P (ω) / Fin$ can be embedded into Borel equivalence relations between $R^{ω} / ℓ_{p}$ and $\mathbb{R}^ω/\…

math.LO2011

Borel equivalence relations between \ell_1 and \ell_p

Longyun Ding, Zhi Yin

In this paper, we show that, for each $p > 1$ , there are continuum many Borel equivalence relations between $R^{ω} / ℓ_{1}$ and $R^{ω} / ℓ_{p}$ ordered by $\leq_{B}$ which are pairw…

Embeddings of P(ω)/Fin into Borel Equivalence Relations between ℓp​ and ℓq​

Borel equivalence relations between \ell_1 and \ell_p

Embeddings of $P (ω) / Fin$ into Borel Equivalence Relations between $ℓ_{p}$ and $ℓ_{q}$