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19932026
most citedA noncommutative approach to the graphon Fourier transform

10 citations · 56 across the 26 of their papers we have counts for

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22 papers · 1 filter

math.CO2025

The Zero Forcing Number of Twisted Hypercubes

Peter Collier, Jeannette Janssen

Twisted hypercubes are graphs that generalize the structure of the hypercube by relaxing the symmetry constraint while maintaining degree-regularity and connectivity. We study the…

math.CO2024

An approximation algorithm for zero forcing

Ben Cameron, Jeannette Janssen, Rogers Matthew +1

We give an algorithm that finds a zero forcing set which approximates the optimal size by a factor of , where is the pathwidth of . Starting from…

math.CO2023

Orthogonal Colourings of Random Geometric Graphs

Jeannette Janssen, Kyle MacKeigan

In this paper, we study orthogonal colourings of random geometric graphs. Two colourings of a graph are orthogonal if they have the property that when two vertices receive the same…

math.CO2021★ 10 cited

A noncommutative approach to the graphon Fourier transform

Mahya Ghandehari, Jeannette Janssen, Nauzer Kalyaniwalla

Signal analysis on graphs relies heavily on the graph Fourier transform, which is defined as the projection of a signal onto an eigenbasis of the associated shift operator. Large g…

math.CO2021★ 1 cited

Uniform Embeddings for Robinson Similarity Matrices

Jeannette Janssen, Zhiyuan Zhang

A Robinson similarity matrix is a symmetric matrix where the entry values on all rows and columns increase toward the diagonal. Decompose the Robinson matrix into the sum of k {0,…

math.CO2020★ 1 cited

Graph sequences sampled from Robinson graphons

Mahya Ghandehari, Jeannette Janssen

The function on the space of graphons, introduced in [CGH15], aims to measure the extent to which a graphon exhibits the Robinson property: for all , $w(x,z)\leq…