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.

Paper

Optimal delay-cost scheduling control in fluid models of general nxn input-queued switches

Yingdong Lu, Mark S. Squillante, et al.

ACM SIGMETRICS Performance Evaluation Review

Paper

Performance estimation of M/D_K/1 queue under fair Sojourn protocol in heavy traffic

Yingdong Lu

Probab. Eng. Inf. Sci.

Conference paper

Revisiting stochastic loss networks: Structures and algorithms

Kyomin Jung, Yingdong Lu, et al.

SIGMETRICS 2008

Paper

Optimal control of a fluid network with side constraints

Yingdong Lu, D.D. Yao

IEEE TACON

View all publications

Abstract

Related

Optimal delay-cost scheduling control in fluid models of general nxn input-queued switches

Performance estimation of M/DK/1 queue under fair Sojourn protocol in heavy traffic

Revisiting stochastic loss networks: Structures and algorithms

Optimal control of a fluid network with side constraints

Performance estimation of M/D_K/1 queue under fair Sojourn protocol in heavy traffic