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Time-related stationary characteristics in queueing system with constant service time under hysteretic policy and hysteretic policy is being analyzed. Analytical method which allowed to obtain new results related
Analysis of an MG1R queue with batch arrivals and two hysteretic overload control policiesHysteretic control of arrivals is one of the most easy-to-implement and effective solutions
Stationary sojourn times in map/ph/1/r queue with bi-level hysteretic control of arrivals-type) service, and bi-level hysteretic control policy. According to this policy, a system may be in one
Sojourn times in different modes in the queueing system with batch Poisson arrivals, general service times, and hysteretic policy service times, and hysteretic policy
First passage times in M2 [X] | G | 1 | R queue with hysteretic overload control policy-level hysteretic control policy, which specifies three operation modes: normal (customers both flows are accepted
Performance Analysis and Optimal Control for Queueing System with a Reserve Unreliable Server Pool-run average cost per unit of time and determine the optimal hysteretic policy by implementing genetic
Average Cost Minimization in a Multi-server Retrial Queueing System with a Controllable Reserve Group of Servers and usage cost components. The optimal control policy belongs to a class of hysteretic control policies
STATIONARY CHARACTERISTICS OF THE QUEUEING SYSTEM WITH LIFO SERVICE, PROBABILISTIC PRIORITY, AND HYSTERIC POLICY priority, and single-threshold hysteric policy. Expressions for main stationary characteristics, including
Analysis of M|G|1|R queue with batch arrivals and two hysteretic overload control policiesAnalysis of M|G|1|R queue with batch arrivals and two hysteretic overload control policies
On mean return time in queueing system with constant service time and bi-level hysteric policy R - 1 < ∞ and bi-level hysteretic policy is considered. Customers of λ1 flow are served
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