Add to ORKGφT = (φ1, φ2,..., φm) for an m-state homogeneous irreducible Markov chain with transition probability ma-trix Qm×m is known, but the chain requires updating by altering some of its transition probabilities or by adding or deleting some states. Suppose that the updated transi
AbstractAn increasing sequence of random times {Tn, n ⩾ 0} is called a Markov time change if {X(Tn)}...
CSO2009, Hainan, IEEE Computer Society Proceedings, (2009) 551-555.We study the problem of construct...
The replacement problem can be modeled as a finite, irreducible, homogeneous Markov Chain. In our pr...
The following modification of a general state space discrete-time Markov chain is considered: certai...
AbstractTechniques for updating the stationary distribution of a finite irreducible Markov chain fol...
Markov switching models are a family of models that introduces time variation in the parameters in t...
International audienceConsider a sequence (η N (t) : t ≥ 0) of continuous-time, irreducible Markov c...
AbstractLet P be the transition matrix for an n-state, homogeneous, ergodic Markov chain. Set Q=I−P ...
Given a Markov Process with transition rates that go up and down by 1 and 2 step increments, we woul...
The paper begins with proofs of the usual theorems for the optimum properties of the maximum-likelih...
在周和吳之前的研究中，他們使用V ar(T)/(E(T))2 來衡量一個吸 收態的馬可夫鏈。在沒有任何限制的情況下，他們已經證明出最穩定 的馬可夫鏈是單方向的馬可夫鏈。然後想在對稱的情況下找尋最穩定 ...
Markov chains are useful to model various complex systems. In numerous situations, the underlying Ma...
For a Їnite state homogeneous Markov chain with circulant transition matrix that describes shift re...
In this paper, a new method for evaluating the steady-state distribution of an ergodic, discrete or ...
We study irreducible time-homogenous Markov chains with finite state space in discrete time. We obta...
AbstractAn increasing sequence of random times {Tn, n ⩾ 0} is called a Markov time change if {X(Tn)}...
CSO2009, Hainan, IEEE Computer Society Proceedings, (2009) 551-555.We study the problem of construct...
The replacement problem can be modeled as a finite, irreducible, homogeneous Markov Chain. In our pr...
The following modification of a general state space discrete-time Markov chain is considered: certai...
AbstractTechniques for updating the stationary distribution of a finite irreducible Markov chain fol...
Markov switching models are a family of models that introduces time variation in the parameters in t...
International audienceConsider a sequence (η N (t) : t ≥ 0) of continuous-time, irreducible Markov c...
AbstractLet P be the transition matrix for an n-state, homogeneous, ergodic Markov chain. Set Q=I−P ...
Given a Markov Process with transition rates that go up and down by 1 and 2 step increments, we woul...
The paper begins with proofs of the usual theorems for the optimum properties of the maximum-likelih...
在周和吳之前的研究中，他們使用V ar(T)/(E(T))2 來衡量一個吸 收態的馬可夫鏈。在沒有任何限制的情況下，他們已經證明出最穩定 的馬可夫鏈是單方向的馬可夫鏈。然後想在對稱的情況下找尋最穩定 ...
Markov chains are useful to model various complex systems. In numerous situations, the underlying Ma...
For a Їnite state homogeneous Markov chain with circulant transition matrix that describes shift re...
In this paper, a new method for evaluating the steady-state distribution of an ergodic, discrete or ...
We study irreducible time-homogenous Markov chains with finite state space in discrete time. We obta...
AbstractAn increasing sequence of random times {Tn, n ⩾ 0} is called a Markov time change if {X(Tn)}...
CSO2009, Hainan, IEEE Computer Society Proceedings, (2009) 551-555.We study the problem of construct...
The replacement problem can be modeled as a finite, irreducible, homogeneous Markov Chain. In our pr...