T. Mishura

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20212026

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4 papers · 1 filter

math.CO2026

Cooling graph products

Anthony Bonato, MacKenzie Carr, Caleb Jones +2

The cooling number measures the speed at which a slow-moving influence or contagion spreads on a graph. In this paper, we investigate the cooling number of four classical graph pro…

math.CO2024

A Partial Characterization of Robinsonian $L^{p}$ Graphons

Teddy Mishura

We present a characterization of Robinsonian $L^{p}$ graphons for $p > 5$ . Each $L^{p}$ graphon $w$ is the limit object of a sequence of edge density-normalized simple graphs $\{G_n/\|…

math.CO2023

Robust Recovery of Robinson Property in $L^{p}$ -Graphons: A Cut-Norm Approach

Mahya Ghandehari, Teddy Mishura

This paper investigates the Robinson graphon completion/recovery problem within the class of $L^{p}$ -graphons, focusing on the range $5 < p \leq \infty$ . A graphon $w$ is Robinson if it…

math.CO2021

Cut norm discontinuity of triangular truncation of graphons

Teddy Mishura

The space of $L^{p}$ graphons, symmetric measurable functions $w : [0, 1]^{2} \to R$ with finite $p$ -norm, features heavily in the study of sparse graph limit theory. We show th…

Cooling graph products

A Partial Characterization of Robinsonian Lp Graphons

Robust Recovery of Robinson Property in Lp-Graphons: A Cut-Norm Approach

Cut norm discontinuity of triangular truncation of graphons

A Partial Characterization of Robinsonian $L^{p}$ Graphons

Robust Recovery of Robinson Property in $L^{p}$ -Graphons: A Cut-Norm Approach