CONSTRUCTION AND INVESTIGATION OF THE MATHEMATICAL FLOW CONTROL MODEL IN THE CLASS OF AFTER-SERVICE ALGORITHMS |
| 6 | |
| 2010 |
| scientific article | 519.217 | ||
| 164-171 | Markov random sequence, Chung's functionals, optimization problem |
| The task of controlling two conflicting Poisson flows is considered using the algorithm admitting after-service
along both flows. A mathematical model of the system is built in the form of a multidimensional random sequence.
The Markov property of the model is proved and the one-step transition probability matrix is found. Chungs functional
properties are studied and the control algorithm optimization problem using these functionals is formulated. |
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