About the Author
Malvin H. Kalos is a physicist at the Lawrence Livermore National Laboratory. He received his PhD in Physics at the University of Illinois in 1952. After postdoctoral research at Illinois and Cornell, he joined the staff of the United Nuclear Corporation. In 1964, he became a Senior Research Scientist, later Research Professor and then Professor of Computer Science at the Courant Institute of Mathematical Sciences, New York University. In 1989, he returned to Cornell as Professor of Physics and Director of the Theory Center. His research interests include Monte Carlo Methods and computational many-body physics. Professor Kalos is the recipient of the 1989 Feenberg Memorial Medal for advancement of many-body theories from first principles.
Paula A. Whitlock is Professor of Computer and Information Sciences at Brooklyn College, the City University of New York. She received her BS at the State University of New York at Stony Brook and her PhD at Wayne State University. For many years, she was a research scientistat the Courant Institute of Mathematical Sciences, New York University. Her research interests include the development of Monte Carlo methods and their application to the study of condensed matter systems. Professor Whitlock is also interested in the development of applications in distributed computing.
New to Edition
* Revision in the history of Monte Carlo techniques in ch.1.
* Corrections to nomencaltures and other errors in ch.2.
* Ch.3: Extensive revision to the section on the M(RT)2 algorithm.
* Ch.5: Used to be ch.7 in the old editin. Is being updated to reflect recent active areas of research. Just short introductions to the topics will be given. The sections on variance reduction relate to the discussion started in ch.4.
* Ch.7: The new ch.7 will essentially be the first half of the old ch.5. Here, not many changes will be put in.
* Problems: There will be sample problems that readers can solve themselves to illustrate the content of each chapter. These were not there in the first edition.