activity
20172025
most citedBasins of Attraction in Two-Player Random Ordinal Potential Games

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

collaborators

6 papers

cs.SI2025

A Phase Transition for Opinion Dynamics with Competing Biases

Federico Capannoli, Emilio Cruciani, Hlafo Alfie Mimun +1

We study a nonlinear dynamics of binary opinions in a population of agents connected by a directed network, influenced by two competing forces. On the one hand, agents are stubborn…

cs.GT2024★ 1 cited

Basins of Attraction in Two-Player Random Ordinal Potential Games

Andrea Collevecchio, Hlafo Alfie Mimun, Matteo Quattropani +1

We consider the class of two-person ordinal potential games where each player has the same number of actions . Each game in this class admits at least one pure Nash equilibrium…

cs.GT2022

Best-Response dynamics in two-person random games with correlated payoffs

Hlafo Alfie Mimun, Matteo Quattropani, Marco Scarsini

We consider finite two-player normal form games with random payoffs. Player A's payoffs are i.i.d. from a uniform distribution. Given p in [0, 1], for any action profile, player B'…

cs.DC2020

Phase Transition of the k-Majority Dynamics in Biased Communication Models

Emilio Cruciani, Hlafo Alfie Mimun, Matteo Quattropani +1

Consider a graph where each of the nodes is either in state or . Herein, we analyze the \emph{synchronous -Majority dynamics}, where in each discr…

math.PR2019

Left-right crossings in the Miller-Abrahams random resistor network and in generalized Boolean models

Alessandra Faggionato, Hlafo Alfie Mimun

We consider random graphs built on a homogeneous Poisson point process on , , with points marked by i.i.d. random variables . Fixed a…

math.PR2017

Connection probabilities in Poisson random graphs with uniformly bounded edges

Alessandra Faggionato, Hlafo Alfie Mimun

We consider random graphs with uniformly bounded edges on a Poisson point process conditioned to contain the origin. In particular we focus on the random connection model, the Bool…