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From the 2 of 7 linked papers with an AI index.

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7 papers

math.GR2026

Quasirandomness and Uniform Twin-Width

George Kontogeorgiou, Bobby Miraftab

For every nontrivial finite group, we prove that its quasirandom degree gives a polynomial lower bound on its uniform twin-width, whereas its minimum faithful complex representatio…

math.CO2026

The Volume Helly Theorem in the plane, colorful version

Imre Bárány, Bobby Miraftab, Leonidas Theocharous

We prove a colorful volume Helly theorem for convex sets in : There is a constant such that if are fini…

math.CO2026

Automorphism Groups in Extremal Families of Polyhedral Graphs

Riccardo W. Maffucci, Bobby Miraftab

The paper investigates automorphism groups of several extremal families of polyhedral (planar 3‑polytopal) graphs, proving asymmetry for minimal graphs with a full range of vertex…

math.CO2026

On Matrix Product Factorization in Association Schemes

Allen W. Herman, Bobby Miraftab

The paper investigates matrix product factorizations within symmetric association schemes, providing structural and spectral criteria, valency and rank restrictions, and classifyin…

math.CO2026

Separation profiles of hyperbolic planar and apex-minor-free graphs

Joseph P. MacManus, Bobby Miraftab

We show that the separation profile of a hyperbolic planar graph and, more generally, a hyperbolic apex-minor-free graph, grows at most logarithmically, answering a question of Ben…

math.GR2026

Accessibility and Twin-width

George Kontogeorgiou, Bobby Miraftab

We show that finite twin-width does not imply accessibility for finitely generated groups, which answers a question of Esperet. That is, we prove that there exists a finitely gener…