Материалов:
1 005 012

Репозиториев:
30

Авторов:
761 409

По вашему запросу найдено документов: 76392

Страница 1 из 7640

Analysis of renewable reliability systems by Markovization method
Rykov V.V., Kozyrev D.V.
Markovization method is used for heterogeneous double redundant hot standby renewable reliability
Analysis of the multi-server Markov queuing system with unlimited buffer and negative customers
Bocharov P.P., D'Apice C., Manzo R., Pechinkin A.V.
Consideration was given to the multi-server queuing system with unlimited buffer, Markov input flow
Markov and non-Markov processes in complex systems by the dynamical information entropy
Yulmetyev R., Gafarov F.
We consider the Markov and non-Markov processes in complex systems by the dynamical information
The Stationary Characteristics of the G/MSP/1/r Queueing System
Bocharov P.P., D'Apice C., Pechinkin A.V., Salerno S.
on the method of embedded Markov chain. The main stationary characteristics of system performance are derived.
Identification algorithms of simple homogeneous Markov chains of cyclic class and their complexity analysis
Nurutdinova A., Shalagin S.
regular and cyclic Markov chains (MC) are widely used in modelling systems for real stochastic processes
Intensity approximation of random fluctuation in complex systems
Yulmetyev R., Gafarov F., Yulmetyeva D., Emeljanova N.
The Markov and non-Markov processes in complex systems are examined with the help of dynamical
Identification algorithms of simple homogeneous Markov chains of cyclic class and their complexity analysis
Nurutdinova A., Shalagin S.
regular and cyclic Markov chains (MC) are widely used in modelling systems for real stochastic processes
Stationary characteristics of queuing system G/MSP/1/r
Bocharov P.P., D'Apiche Ch., Pechinkin A.V., Salerno S.
are found for this system with the help of the method of the embedded Markov chain. The Markov process
Stationary distribution of a finite queue with recursive input flow and Markov service discipline
Bocharov P.P.
. The service process of the phase type is Markov one and specified by the transition intensity matrices
Finding control policy for one discrete-time Markov chain on [0, 1] with a given invariant measure
Konovalov M.G., Razumchik R.V.
A discrete-time Markov chain on the interval [0, 1] with two possible transitions (left or right

Страница 1 из 7640

Фасеты

Новости проекта

Новости

Партнеры

КФУ
ТГУ
Elpub
СФУ
Webpublishers

Индексация

BASE
WorldCat
OpenAIRE
EDS
core