activity
19992026
most citedMutually orthogonal binary frequency squares

9 citations · 14 across the 12 of their papers we have counts for

collaborators

14 papers

math.CO2026

Wei duality, Fomin-Greene duality and demimatroids

Thomas Britz

The Fomin-Greene Duality Theorem for finite posets and Wei's Duality Theorem for demimatroids each relate sets of extremal invariants via seemingly similar dualities. This paper de…

q-bio.PE2026

Classes of phylogenetic networks that are robust to root placement

Thomas Britz, Michael Hendriksen, Kaitlyn O'Reilly

Standard phylogenetic reconstruction techniques often yield unrooted phylogenetic networks; these are subsequently rooted to infer evolutionary history. A common problem in this pr…

math.CO2025

Reducible Iterated Graph Systems: multiscale-freeness and multifractals

Nero Ziyu Li, Frank Xin Hu, Thomas Britz

Iterated Graph Systems (IGS) transplant ideas from fractal geometry into graph theory. Building on this framework, we extend Edge IGS from the primitive to the reducible setting. W…

math.CO2024

Harmonic higher and extended weight enumerators

Thomas Britz, Himadri Shekhar Chakraborty, Tsuyoshi Miezaki

In this paper, we present the harmonic generalizations of well-known polynomials of codes over finite fields, namely the higher weight enumerators and the extended weight enumerato…

math.CO2022

Harmonic Tutte polynomials of matroids II

Thomas Britz, Himadri Shekhar Chakraborty, Reina Ishikawa +2

In this work, we introduce the harmonic generalization of the -tuple weight enumerators of codes over finite Frobenius rings. A harmonic version of the MacWilliams-type identity…

math.CO2022

Bounds on the closeness centrality of a graph

Thomas Britz, Xin Hu, Abdellah Islam +1

We present new values and bounds on the (normalised) closeness centrality of connected graphs and on its product with the mean dist…