The life and work of A.A. MarkovThe Russian mathematician A.A.
Markov (1856-1922) is known for his work in number theory, analysis
Multi-Dimensional Markov Chains of M/G/1 Type. This process can be classified as a
Markov chain of M/G/1 type, where the minimum entry of the vector
n defines
Probability-time characteristics of MjGj1j1 queueing system with renovation capacity. The incoming flow of tasks is a Poisson one. The embedded upon the end of service times
Markov Intensity approximation of random fluctuation in complex systemsThe
Markov and non-
Markov processes in complex systems are examined with the help of dynamical
On Optimal Control Policy of MAP(t)/M/2 Queueing System with Heterogeneous Servers and Periodic Arrival Process with heterogeneous servers is introduced. The
Markov arrival process (MAP) has time-dependent and periodic rates