Jason Semeraro

activity

20122026

most citedWeight conjectures for fusion systems

13 citations · 27 across the 24 of their papers we have counts for

collaborators

Showing 2025 · math.RTShow all

3 papers · 2 filters

math.RT2025

On character tables for fusion systems

Thomas Lawrence, Jason Semeraro

A character table $X$ for a saturated fusion system $F$ on a finite $p$ -group $S$ is the square matrix of values associated to a basis of the lattice of virtual $\mathcal…

math.RT2025

Partial character tables for $Z_{ℓ}$ -spetses

Radha Kessar, Gunter Malle, Jason Semeraro

Let $G$ be a simply connected $Z_{ℓ}$ -spets, let $q$ be a prime power, prime to $ℓ$ and let $S$ be the underlying Sylow $ℓ$ -subgroup. Firstly, motivate…

math.RT2025

Weight conjectures for fusion systems on an extraspecial group

Radha Kessar, Markus Linckelmann, Justin Lynd +1

In a previous paper, we stated and motivated counting conjectures for fusion systems that are purely local analogues of several local-to-global conjectures in the modular represent…

On character tables for fusion systems

Partial character tables for Zℓ​-spetses

Weight conjectures for fusion systems on an extraspecial group

Partial character tables for $Z_{ℓ}$ -spetses