Abstract

A problem of constructing a recognition algorithm for the state of the queuing system based on inaccurate measurements is considered. The system has a finite number of states, with their dynamics described by a conditional Markov chain. Optimal and approximately optimal solutions based on the theory of systems with random jump structure are found. An example that uses the proposed approach is given, where the approximately optimal recognition algorithm for the state of a military facility being destroyed and then restored again several times in the course of military activity.

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