3 papers
math.GR2026
-Parts of Stabilizers in Primitive Permutation Groups
David Gluck
Let G be a primitive permutation group on a finite set Omega. Let p^2 divide |G|, for a prime p. We show that when G is solvable, there exists a subset of Omega whose stabilizer S…
math.GR2024
Set-stabilizers in solvable permutation groups
David Gluck
Let G be a finite solvable permutation group. Then modulo a possibly trivial normal elementary abelian 3-subgroup, some set-stabilizer in G is a 2-group.
math.CA2021
A Fourier approach to pizza inequity
David Gluck
Let n be an odd integer greater than 1. We slice a circular pizza into 2n slices, making cuts from a non-central interior point of the circle. We estimate the difference between be…