Vadim Weinstein

activity

20232026

most citedConvex Embeddability and Knot Theory

1 citations · 1 across the 6 of their papers we have counts for

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2 papers · 1 filter

math.LO2026

Borel classification of simplicial complexes and non-compact $2$ - and $3$ -manifolds

Martina Iannella, Vadim Weinstein

We generalize the Stone space of ultrafilters on Boolean algebras and prove a generalization of Stone duality which is applicable to locally compact Polish spaces. Using this, we o…

math.GT2026

Alexander's conjecture for infinite simplicial complexes

Martina Iannella, Vadim Weinstein

Alexander's conjecture states that for every two finite triangulations of the same topological space, if they have a common subdivision, then they have a common stellar subdivision…

Borel classification of simplicial complexes and non-compact 2- and 3-manifolds

Alexander's conjecture for infinite simplicial complexes

Borel classification of simplicial complexes and non-compact $2$ - and $3$ -manifolds