Перегляд за автором "Koroliuk, V.S."

Сортувати за: Порядок: Результатів:

  • Diffusion process with evolution and its parameter estimation 
    Koroliuk, V.S.; Koroliouk, D.; Dovgyi S.О. (Кибернетика и системный анализ, 2020)
    A discrete Markov process in an asymptotic diffusion environment with a uniformly ergodic embedded Markov chain can be approximated by an Ornstein–Uhlenbeck process with evolution. The drift parameter estimation is obtained ...
  • Equilibrium in Wright–Fisher models of population genetics 
    Koroliouk, D.; Koroliuk, V.S. (Кибернетика и системный анализ, 2019)
    For multivariant Wright–Fisher models in population genetics, we introduce equilibrium states, expressed by fluctuations of probability ratio, in distinction of the traditionally used fluctuations, expressed by the difference ...
  • Equilibrium processes in biomedical data analysis: the Wright–Fisher model 
    Koroliouk, D.; Koroliuk, V.S.; Rosato, N. (Кибернетика и системный анализ, 2014)
    The biological process of cooperative interaction with equilibrium state will be described as a model of binary statistical experiments with Wright–Fisher normalization, which sets the concentration of a certain characteristic. ...
  • Levy approximation of processes with locally independent increments with semi-Markov switching 
    Koroliuk, V.S.; Limnios, N.; Samoilenko, I.V. (Український математичний вісник, 2009)
  • Stochastic impulsive processes on superposition of two renewal processes 
    Koroliuk, V.S.; Manca, R.; D'Amico, G. (Український математичний вісник, 2014)
    Stochastic impulsive processes given by a sum of random variables on superposition of two renewal processes are considered on increasing time intervals. Algorithms of average, diffusion approximation and large deviation ...
  • Storage processes in Poisson approximation scheme 
    Koroliuk, V.S. (2008)
    Discrete storage processes, given by a sum of random variables on Markov and semi-Markov processes, are approximated by the Poisson compound processes on increasing time intervals.