High-dimensional expanders and Kac-Moody-Steinberg groups

Bridging exceptional geometries and algebras using inner ideals of Lie algebras

Cohomological Invariants of Structurable Algebras

Doctoral project Ana Filipa Costa da Silva

Doctoral project Elizabeth Callens

Doctoral project Erik Rijcken

Doctoral project Karsten Naert

Doctoral project Michiel Van Couwenberghe

Expanding the Universe of (Restricted) Universal Groups over Right-Angled Buildings

High-dimensional expanders

Non-associative algebras for exceptional groups

Vertex operator algebras and axial decomposition algebras

Gradings of Lie superalgebras

An algebraic geometry perspective on conditional independence models.

Automorphism groups of locally finite trees

Axial algebras

Cohomological invariants of structurable algebras

Group theory and non-associative algebras

Locally compact groups acting on discrete geometric structures

Moufang sets

Non-associative algebras for exceptional groups

Non-associative algebras for exceptional groups

Open digital research environment toolkit for the advancement of mathematics

Rank one groups over local rings

Structurable algebras, representation theory and related point-line geometries

Study of the interplay between decomposition algebras and vertex operator algebras

The Kneser-Tits problem for linear algebraic groups of type E_8 of relative rank 2

Vertex operator algebras and axial decomposition algebras