activity
20022026
most citedLower bounds for measurable chromatic numbers

27 citations · 100 across the 47 of their papers we have counts for

collaborators

59 papers

math.RT2026

The solvable degree of a Schur algebra

Gabriele Nebe, David Schlang

The solvable degree of a Schur algebra is the greatest common divisor of all integers such that is a direct summand of the rational group algebra $\Q G$ for…

math.NT2026

The second minimum of Barnes-Wall lattices

Gabriele Nebe

The paper gives a recursive construction of the Barnes-Wall lattices as subdirect products. This is used to show that the Barnes-Wall lattices of minimum do not contain any vec…

math.RT2024

Unitary discriminants of characters

Gabriele Nebe

Together with David Schlang we computed the discriminants of the invariant Hermitian forms for all indicator even degree absolutely irreducible characters of the ATLAS groups s…

math.RA2022

Subspaces Fixed by a Nilpotent Matrix

Marvin Anas Hahn, Gabriele Nebe, Mima Stanojkovski +1

The linear spaces that are fixed by a given nilpotent matrix form a subvariety of the Grassmannian. We classify these varieties for small . Mutiah, Weekes and Yacob…

math.RT2022

On orthogonal discriminants of characters

Gabriele Nebe

An ordinary character of a finite group is called orthogonally stable, if all non-degenerate invariant quadratic forms on any module affording the character have the same d…

math.RT2022

Orthogonal Stability

Gabriele Nebe, Richard Parker

A character (ordinary or modular) is called orthogonally stable if all non-degenerate quadratic forms fixed by representations with those constituents have the same determinant mod…