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From the 1 of 5 linked papers with an AI index.

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5 papers

math.DS2026

On the denseness of distal points

Su Gao, Hanfeng Li, Ruiwen Li

The paper answers a question about when distal points are dense in the Bernoulli shift over a countable discrete group, characterizes groups for which almost automorphic points beh…

math.LO2026

The epimorphism relation among countable groups is a complete analytic quasi-order

Su Gao, Feng Li, André Nies +1

We prove that the epimorphism relation is a complete analytic quasi-order on the space of countable groups. In the process, we obtain the result of independent interest that the ep…

math.LO2026

Procountable groups are not classifiable by countable structures

Su Gao, André Nies, Gianluca Paolini

We prove that topological isomorphism on procountable groups is not classifiable by countable structures, in the sense of descriptive set theory. In fact, the equivalence relation…

math.LO2026

Extremely amenable automorphism groups of countable structures

Mahmood Etedadialiabadi, Su Gao, Feng Li +1

In this paper we address the question: How many pairwise non-isomorphic extremely amenable groups are there which are separable metrizable or even Polish? We show that there are co…

math.LO2025

On the Isomorphism Relation for Omnigenous Locally Finite Groups

Su Gao, Feng Li

The concept of an omnigenous locally finite group was introduced in [2] as a generalization of Hall's universal countable locally finite group. In this paper we show that the class…