Markov Processus De

93 books
Initiation aux mathématiques des processus de diffusion, contagion et propagationJ. P. Monin
⏱ 1h 37m

Initiation aux mathématiques des processus de diffusion, contagion et propagation

J. P. Monin

197397 pp.
Processus stochastiquesDominique Foata
⏱ 3h 56m

Processus stochastiques

Dominique Foata

2004236 pp.
Probabilités et potentiel Volume 4Claude Dellacherie
⏱ 6h 17m

Probabilités et potentiel Volume 4

Claude Dellacherie

1987377 pp.
Markov Decision ProcessesMartin L. Puterman
⏱ 11h 24m

Markov Decision Processes

Martin L. Puterman

1994684 pp.
Hidden Markov models for time seriesW. Zucchini
⏱ 6h 10m

Hidden Markov models for time series

W. Zucchini

2009370 pp.
Markov chainsD. Revuz
⏱ 5h 55m

Markov chains

D. Revuz

1975355 pp.
Finite Markov chainsJohn G. Kemeny
⏱ 3h 30m

Finite Markov chains

John G. Kemeny

1960210 pp.
Markov ProcessesJames R. Kirkwood
⏱ 5h 40m

Markov Processes

James R. Kirkwood

2015340 pp.
Constrained Markov decision processesEitan Altman
⏱ 4h 12m

Constrained Markov decision processes

Eitan Altman

1999252 pp.
Hidden Markov ModelsJoão Paulo Coelho
⏱ 4h 42m

Hidden Markov Models

João Paulo Coelho

2019282 pp.
BioinformaticsPierre Baldi
⏱ 7h 44m

Bioinformatics

Pierre Baldi

1998464 pp.
An introduction to branching measure-valued processesE. B. Dynkin
⏱ 2h 14m

An introduction to branching measure-valued processes

E. B. Dynkin

1994134 pp.
Denumerable Markov chainsJohn G. Kemeny
⏱ 7h 19m

Denumerable Markov chains

John G. Kemeny

1966439 pp.
Markov chain Monte Carlo in practiceS. Richardson
⏱ 8h 32m

Markov chain Monte Carlo in practice

S. Richardson

1995512 pp.
Markov chain models--rarity and exponentialityJulian Keilson
⏱ 3h 4m

Markov chain models--rarity and exponentiality

Julian Keilson

1979184 pp.
Theory of Markov processesE. B. Dynkin
⏱ 3h 44m

Theory of Markov processes

E. B. Dynkin

2006224 pp.
Markov models and optimizationM. H. A. Davis
⏱ 4h 55m

Markov models and optimization

M. H. A. Davis

1993295 pp.
The construction theory of denumerable Markov processesXiang-qun Yang
⏱ 6h 35m

The construction theory of denumerable Markov processes

Xiang-qun Yang

1990395 pp.
Cont Markov ChainsV. S. Borkar
⏱ 3h 12m

Cont Markov Chains

V. S. Borkar

1991192 pp.
Pro cessus de MarkovPaul Andre . Meyer
⏱ 3h 9m

Pro cessus de Markov

Paul Andre . Meyer

1967189 pp.
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