18 citations · 18 across the 5 of their papers we have counts for
8 papers
Automorphisms of the Artin group of type
Luis Paris, Ignat Soroko
For the Artin group of type , we determine its automorphism group and the automorphism group of its quotient by the center. This settles the only remaining case, , in the…
Property for generalized Higman groups
Ignat Soroko, Nicolas Vaskou
We give a unified proof of property for the Higman groups () and for their generalizations studied by Martin and Horbez--Huang. As a key step, we prove tha…
Humanity's Last Exam
Long Phan, Alice Gatti, Ziwen Han +1144
Benchmarks are important tools for tracking the rapid advancements in large language model (LLM) capabilities. However, benchmarks are not keeping pace in difficulty: LLMs now achi…
Property for new classes of Artin groups
Ignat Soroko, Nicolas Vaskou
We establish property for Artin groups of spherical type , , their central quotients, and also for large hyperbolic-type free-of-infinity Artin groups and so…
Divergence, thickness and hypergraph index for general Coxeter groups
Pallavi Dani, Yusra Naqvi, Ignat Soroko +1
We study divergence and thickness for general Coxeter groups . We first characterise linear divergence, and show that if has superlinear divergence then its divergence is at…
Endomorphisms of Artin groups of type
Luis Paris, Ignat Soroko
We determine a classification of the endomorphisms of the Artin groups of spherical type for , and of their quotients by the center.