14 citations · 19 across the 3 of their papers we have counts for
7 papers
Cycle systems, coparking functions, and h-vectors of matroids
Scott Corry, Anton Dochtermann, Solís McClain +2
The h-vector of a matroid M is an important invariant related to the independence complex of M and can also be recovered from an evaluation of its Tutte polynomial. A well-known co…
Counting Arithmetical Structures on Paths and Cycles
Benjamin Braun, Hugo Corrales, Scott Corry +6
Let be a finite, simple, connected graph. An arithmetical structure on is a pair of positive integer vectors such that $(\mathrm{diag}(\mathbf{d})-A…
Maximal harmonic group actions on finite graphs
Scott Corry
This paper studies groups of maximal size acting harmonically on a finite graph. Our main result states that these maximal graph groups are exactly the finite quotients of the modu…
Harmonic Galois theory for finite graphs
Scott Corry
This paper develops a harmonic Galois theory for finite graphs, thereby classifying harmonic branched -covers of a fixed base in terms of homomorphisms from a suitable funda…
Genus Bounds for Harmonic Group Actions on Finite Graphs
Scott Corry
This paper develops graph analogues of the genus bounds for the maximal size of an automorphism group of a compact Riemann surface of genus . Inspired by the work of M. Bak…
Galois covers of the open p-adic disc
Scott Corry
This paper investigates Galois branched covers of the open -adic disc and their reductions to characteristic . Using the field of norms functor of Fontaine and Wintenberger,…