International audienceThis book is a collective volume authored by leading scientists in the field of stochastic modelling, associated statistical topics and corresponding applications. The main classes of stochastic processes for dependent data investigated throughout this book are Markov, semi-Markov, autoregressive and piecewise deterministic Markov models. The material is divided into three parts corresponding to: (i) Markov and semi-Markov processes, (ii) autoregressive processes and (iii) techniques based on divergence measures and entropies. A special attention is payed to applications in reliability, survival analysis and related fields
A classical random walk (St, t ∈ N) is defined by St:= t∑ n=0 Xn, where (Xn) are i.i.d. When the inc...
International audienceA classical random walk (S t , t ∈ N) is defined by S t := t n=0 X n , where (...
International audienceA classical random walk (S t , t ∈ N) is defined by S t := t n=0 X n , where (...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
The book presents a coherent treatment of Markov random walks and Markov additive processes together...
A classical random walk (St, t ∈ N) is defined by St:= t∑ n=0 Xn, where (Xn) are i.i.d. When the inc...
International audienceA classical random walk (S t , t ∈ N) is defined by S t := t n=0 X n , where (...
International audienceA classical random walk (S t , t ∈ N) is defined by S t := t n=0 X n , where (...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
International audienceThis book is a collective volume authored by leading scientists in the field o...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
Book chapterThis is the story of the encounter between two worlds: the world of random walks and the...
The book presents a coherent treatment of Markov random walks and Markov additive processes together...
A classical random walk (St, t ∈ N) is defined by St:= t∑ n=0 Xn, where (Xn) are i.i.d. When the inc...
International audienceA classical random walk (S t , t ∈ N) is defined by S t := t n=0 X n , where (...
International audienceA classical random walk (S t , t ∈ N) is defined by S t := t n=0 X n , where (...