DocumentCode
1436126
Title
The multicanonical Monte Carlo method
Author
Gubernatis, Jim ; Hatano, Naomichi
Author_Institution
Los Alamos National Laboratory
Volume
2
Issue
2
fYear
2000
Firstpage
95
Lastpage
102
Abstract
In recent years, several new Monte Carlo methods have proven to be very effective for sampling from multimodal energy landscapes, like those found near a first-order phase transition or in a glassy material. In this column, we will summarize the theoretical structure of one of these methods, the multicanonical method,1,2 as it is perhaps the most enigmatic of the new algorithms. Special emphasis will be on the manner by which it is an importance-sampling method.
Keywords
Boltzmann distribution; Clustering algorithms; Glass; Histograms; Modeling; Monte Carlo methods; Physics; Polymers; Sampling methods; Temperature;
fLanguage
English
Journal_Title
Computing in Science & Engineering
Publisher
ieee
ISSN
1521-9615
Type
jour
DOI
10.1109/MCISE.2000.5427643
Filename
5427643
Link To Document