Finkelshtein D, Kondratiev Y, Kutoviy O. Statistical dynamics of continuous systems: perturbative and approximative approaches. Arabian Journal of Mathematics. 2015;4(4):255-300.We discuss general concept of Markov statistical dynamics in the continuum. For a class of spatial birth-and-death models, we develop a perturbative technique for the construction of statistical dynamics. Particular examples of such systems are considered. For the case of Glauber type dynamics in the continuum we describe a Markov chain approximation approach that gives more detailed information about statistical evolution in this model
General birth-and-death as well as hopping stochastic dynamics of infinite particle systems in the c...
In this paper, we analyze the use of the Ornstein–Uhlenbeck process to model dynamical systems subje...
Spatial birth-and-death processes are obtained as solutions of a stochastic equation. The processes ...
We discuss general concept of Markov statistical dynamics in the continuum. For a class of spatial b...
General birth-and-death as well as hopping stochastic dynamics of infinite particle systems in the c...
General birth-and-death as well as hopping stochastic dynamics of infinite multicomponent particle s...
Finkelshtein D, Kondratiev Y, Kutoviy O. Semigroup approach to birth-and-death stochastic dynamics i...
We describe a general approach to the construction of a state evolu-tion corresponding to the Markov...
General birth-and-death as well as hopping stochastic dynamics of infinite multicomponent particle s...
AbstractWe describe a general approach to the construction of a state evolution corresponding to the...
Ohlerich N. Some classes of Markov processes on configuration spaces and their applications. Bielefe...
Friesen M, Kondratiev Y. Stochastic Averaging Principle for Spatial Birth-and-Death Evolutions in th...
Kondratiev Y, Kutoviy O, Minlos R. On non-equilibrium stochastic dynamics for interacting particle s...
Finkelshtein DL, Kondratiev Y, Oliveira MJ. MARKOV EVOLUTIONS AND HIERARCHICAL EQUATIONS IN THE CONT...
AbstractBasic results on stochastic differential equations in Hilbert and Banach space, linear stoch...
General birth-and-death as well as hopping stochastic dynamics of infinite particle systems in the c...
In this paper, we analyze the use of the Ornstein–Uhlenbeck process to model dynamical systems subje...
Spatial birth-and-death processes are obtained as solutions of a stochastic equation. The processes ...
We discuss general concept of Markov statistical dynamics in the continuum. For a class of spatial b...
General birth-and-death as well as hopping stochastic dynamics of infinite particle systems in the c...
General birth-and-death as well as hopping stochastic dynamics of infinite multicomponent particle s...
Finkelshtein D, Kondratiev Y, Kutoviy O. Semigroup approach to birth-and-death stochastic dynamics i...
We describe a general approach to the construction of a state evolu-tion corresponding to the Markov...
General birth-and-death as well as hopping stochastic dynamics of infinite multicomponent particle s...
AbstractWe describe a general approach to the construction of a state evolution corresponding to the...
Ohlerich N. Some classes of Markov processes on configuration spaces and their applications. Bielefe...
Friesen M, Kondratiev Y. Stochastic Averaging Principle for Spatial Birth-and-Death Evolutions in th...
Kondratiev Y, Kutoviy O, Minlos R. On non-equilibrium stochastic dynamics for interacting particle s...
Finkelshtein DL, Kondratiev Y, Oliveira MJ. MARKOV EVOLUTIONS AND HIERARCHICAL EQUATIONS IN THE CONT...
AbstractBasic results on stochastic differential equations in Hilbert and Banach space, linear stoch...
General birth-and-death as well as hopping stochastic dynamics of infinite particle systems in the c...
In this paper, we analyze the use of the Ornstein–Uhlenbeck process to model dynamical systems subje...
Spatial birth-and-death processes are obtained as solutions of a stochastic equation. The processes ...