A. Vasileuski

collaborators

2 papers

math.CO2026

Superpolynomial lower bounds for vertex numbers of real projective space triangulations via a topological Figiel-Lindenstrauss-Milman theorem

Florian Frick, Kaave Hosseini, Eric Myzelev +2

We prove that every simplicial triangulation of real projective $d$ -space has $exp (Ω (d))$ vertices. Together with known constructions, this determines the minimum vertex num…

math.CO2026

A $Z_{2}$ -Topological Framework for Sign-rank Lower Bounds

Florian Frick, Kaave Hosseini, Aliaksei Vasileuski

We develop a topological framework for proving lower bounds on sign-rank via $Z_{2}$ -equivariant topology, and use it to resolve the sign-rank of the Gap Hamming Distance pr…

Superpolynomial lower bounds for vertex numbers of real projective space triangulations via a topological Figiel-Lindenstrauss-Milman theorem

A Z2​-Topological Framework for Sign-rank Lower Bounds

A $Z_{2}$ -Topological Framework for Sign-rank Lower Bounds