Approximating the magnetization in the Curie–Weiss model

Yingdong Lu

doi:10.1016/j.spl.2022.109620

Statistics and Probability Letters

Paper

31 Oct 2022

Approximating the magnetization in the Curie–Weiss model

View publication

Abstract

In this paper, we quantify approximations to the magnetization, a key quantity for the Curie–Weiss model, via the Stein method for the Markov chain whose stationary distribution coincides with the Curie–Weiss model.

Conference paper

Risk-based dynamic allocation of computing resources

Yingdong Lu, Siva Theja Maguluri, et al.

MAMA/Greenmetrics 2016

Conference paper

On the control of epidemic-like stochastic processes with time-varying behavior

Yingdong Lu, Mark S. Squillante, et al.

IFIP WG 7.3 Performance 2015

Conference paper

On optimal portfolios of dynamic resource allocations

Yingdong Lu, Siva Theja Maguluri, et al.

ACC 2017

Paper

Order fill rate, leadtime variability, and advance demand information in an assemble-to-order system

Yingdong Lu, Jing-Sheng Song, et al.

Operations Research

View all publications

Abstract

Related

Risk-based dynamic allocation of computing resources

On the control of epidemic-like stochastic processes with time-varying behavior

On optimal portfolios of dynamic resource allocations

Order fill rate, leadtime variability, and advance demand information in an assemble-to-order system