most citedGraph Disjointness with Applications to Reversible Markov Chains

1 citations · 1 across the 3 of their papers we have counts for

collaborators

6 papers

math.PR2026

Convex order preservation for graphon mean-field systems

Daorong Cui, Shuoqing Deng, Yang Xiang

In this paper, we study the convex order preservation for the graphon mean-field systems on R^d. First, we establish the uniform-in-time Euler approximations for the graphon mean-f…

math.OC2026

Graphon Mean Field Game of mutual holding

Daorong Cui, Shuoqing Deng, Yang Xiang

This paper studies the mean field game of mutual holding proposed by Djete and Touzi(AAP, 2024), and consider the case where the interactions among agents are described by a grapho…

math.ST20261 cited

Graph Disjointness with Applications to Reversible Markov Chains

Yang Xiang, Kevin McGoff, Andrew B. Nobel

The correspondence between weighted undirected graphs and reversible Markov chains via vertex random walks is simple and well known. Leveraging this correspondence and ideas from t…

math.NA2026

Discrete Mean Field Games on Finite Graphs as Initial Value Optimization

Yaxin Feng, Yang Xiang, Haomin Zhou

In this paper, we propose an initial value fomulation of the discrete mean field games on finite graphs (Graph MFG), and design a neural network based approach to solve it. Graph M…

math.PR2024

Thermalization And Convergence To Equilibrium Of The Noisy Voter Model

Enzo Aljovin, Milton Jara, Yangrui Xiang

We investigate the convergence towards equilibrium of the noisy voter model, evolving in the complete graph with n vertices. The noisy voter model is a version of the voter model,…

math.PR2024

Quantitative hydrodynamics for a generalized contact model

Julian Amorim, Milton Jara, Yangrui Xiang

We derive a quantitative version of the hydrodynamic limit for an interacting particle system inspired by integrate-and-fire neuron models. More precisely, we show that the -s…