美国数学会经典影印系列:Markov链与混合时间(影印版) 作者: David A. Levin / Yuval Peres / Elizabeth L. Wilmer 出版社: 高等教育出版社 原作名: Markov Chains and Mixing Times出版年: 2017-4-5定价: 169.00元装帧: 精装丛书: 美国数学会经典影印系列...
13．4． Simple Comparison of Markov Chains 13．5． The Path Method 13．6． Expander Graphs Exercises Notes Chapter 14． The Transportation Metric and Path Coupling 14．1． The Transportation Metric 14．2． Path Coupling 14．3． Fast Mixing for Colorings 14．4． Approximate Counting Exer...
Propp and David B. Wilson.David Levin, Yuval Peres, and Elizabeth L. Wilmer. Markov Chains and Mixing Times. American Mathematical Society, 2008.Levin, D. A., Y. Peres, and E. L. Wilmer (2009). Markov chains and mixing times. Providence, RI: American Mathematical Society. With a ...
1 Mixing time of a lifted Markov Chain. 1 Question from first chapter of Markov Chains and Mixing Times 3 Prove expected value of first hitting time is finite for irreducible finite state Markov Chain 1 Proof in Markov chains and mixing times book by Levin and Peres Hot Network Questio...
系统标签: markov 英文版 chains exercises notes mixing MarkovChainsandMixingTimesDavidA.LevinYuvalPeresElizabethL.WilmerUniversityofOregonE-mailaddress:dlevin@uoregon.eduURL:http://.uoregon.edu/~dlevinMicrosoftResearch,UniversityofWashingtonandUCBerkeleyE-mailaddress:peres@microsoftURL:http://research.microso...
and improvements throughout the book. We added three new chapters: Chapter 22 on monotone chains, Chapter 23 on the exclusion process, and Chapter 24 that relates mixing times and hitting time parameters to stationary stopping times. Chapter 4 now includes an introduction to mixing times in lp,...
Markov chains and mixing times. p. 16. ISBN 978-0-8218-4739-8. Serfozo, Richard (2009), Basics of Applied Stochastic Processes, Probability and its Applications, Berlin: Springer-Verlag, p. 35, doi:10.1007/978-3-540-89332-5, ISBN 978-3-540-89331-8, MR 2484222. Florian Schmitt and ...
MixingTimesforMarkovChains(Part2),71/2hpCourseperiod:4threadingperiod,March17-May23.Lastdayforapplication:March17Courseleader/Addressforapplications:Jef..
Reversible Markov chains and random walks on graphs. Https://www.stat.berkeley.edu/∼aldous/ RWG/book.html, 1995 25 Huang L J, Mao Y H. On some mixing times for nonreversible finite Markov chains. J Appl Probab, 2017, 54: 627–637 26 Doyle P G. Energy for Markov chains. Http:/...