19 citations · 34 across the 10 of their papers we have counts for
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math.LO2018
Hereditary G-compactness
Tomasz Rzepecki
We introduce the notion of hereditary G-compactness (with respect to interpretation). We provide a sufficient condition for a poset to not be hereditarily G-compact, which we use t…
math.LO2018★ 1 cited
Bounded Invariant Equivalence Relations
Tomasz Rzepecki
We study strong types and Galois groups in model theory from a topological and descriptive-set-theoretical point of view, leaning heavily on topological dynamical tools. More preci…
math.LO2018★ 3 cited
Galois groups as quotients of Polish groups
Krzysztof Krupiński, Tomasz Rzepecki
We present the (Lascar) Galois group of any countable theory as a quotient of a compact Polish group by an normal subgroup: in general, as a topological group, and under NIP,…