S. P. Glasby

activity

20172025

p

-groups with three characteristic subgroups and semisimple anti-commutative algebras

2 citations · 2 across the 4 of their papers we have counts for

collaborators

4 papers

math.HO2025

Mathematics of the NYT daily word game Waffle

S. P. Glasby

This note investigates the combinatorics of permutations underlying the NYT daily word game Waffle. It helps to solve Waffle games and helps to understand why some games are easy t…

math.CO2022

The proportion of non-degenerate complementary subspaces in classical spaces

S. P. Glasby, Ferdinand Ihringer, Sam Mattheus

Given positive integers $e_{1}, e_{2}$ , let $X_{i}$ denote the set of $e_{i}$ -dimensional subspaces of a fixed finite vector space $V = (F_{q})^{e_{1} + e_{2}}$ . Let $Y_{i}$ be a non-empty sub…

math.GR2017

On the second-largest Sylow subgroup of a finite simple group of Lie type

S. P. Glasby, Alice C. Niemeyer, Tomasz Popiel

Let $T$ be a finite simple group of Lie type in characteristic $p$ , and let $S$ be a Sylow subgroup of $T$ with maximal order. It is well known that $S$ is a Sylow $p$ -subgroup exc…

math.GR2017★ 2 cited

Duality between $p$ -groups with three characteristic subgroups and semisimple anti-commutative algebras

S. P. Glasby, Frederico A. M. Ribeiro, Csaba Schneider

Let $p$ be an odd prime and let $G$ be a non-abelian finite $p$ -group of exponent $p^{2}$ with three distinct characteristic subgroups, namely $1$ , $G^{p}$ , and $G$ . The quotient group…

Mathematics of the NYT daily word game Waffle

The proportion of non-degenerate complementary subspaces in classical spaces

On the second-largest Sylow subgroup of a finite simple group of Lie type

Duality between p-groups with three characteristic subgroups and semisimple anti-commutative algebras

Duality between $p$ -groups with three characteristic subgroups and semisimple anti-commutative algebras