activity
20202026
most citedThe Prime Graphs of Some Classes of Finite Groups

6 citations · 6 across the 6 of their papers we have counts for

collaborators

7 papers

astro-ph.GA2026

Binary-lens amplification of starlight: from magnification flares to quasi-periodic tracking of orbital evolution

Hanxi Wang, Bence Kocsis, Miguel Zumalacárregui

Supermassive black hole binaries (SMBHB) are expected at the center of galaxies as a result of galaxy mergers. The dynamics and evolution of SMBHBs shed light on the evolution and…

math.GT2026

A Geometric Approach to the Links-Quivers Correspondence II: Rational Links

Jonathan A. Higgins

The Links-Quivers Correspondence predicts that the generating function for the symmetric (or antisymmetric) colored HOMFLY-PT polynomials for links can be put in a "quiver form," s…

math.GT2026

A Geometric Approach to the Links-Quivers Correspondence I: Rational Tangles

Jonathan A. Higgins

The Links-Quivers Correspondence predicts that all the symmetric (or antisymmetric) colored HOMFLY-PT polynomials of a link can be recovered from a finite amount of data (a quiver)…

math.GR2021★ 6 cited

The Prime Graphs of Some Classes of Finite Groups

Chris Florez, Jonathan Higgins, Kyle Huang +3

In this paper we study prime graphs of finite groups. The prime graph of a finite group , also known as the Gruenberg-Kegel graph, is the graph with vertex set {primes dividing…

math.CO2020

Structural Equivalence in Graphs and Complete Skeletons

Jonathan Higgins

Two vertices and of a graph are strucuturally equivalent if and only if the transposition is in Aut(), the automorphism group of . Some properties of str…

math.CO2020

Minimal Prime Graphs of Solvable Groups

Chris Florez, Jonathan Higgins, Kyle Huang +2

We explore graph theoretical properties of minimal prime graphs of finite solvable groups. In finite group theory studying the prime graph of a group has been an important topic fo…