Title :
Mean length of mass service system´s employment period with a request supplanting by double stochastic incoming flow
Author :
Lezarev, Alexander ; Terpugov, Alexander
Author_Institution :
Tomsk State Univ., Russia
fDate :
26 June-3 July 2004
Abstract :
In this sheet finding the mean length employment period and unconditional density of probability unfinished work mass service system with a request supplanting by double stochastic synchronous incoming flow is discussed.
Keywords :
probability; queueing theory; stochastic processes; double stochastic synchronous incoming flow; mass service system; mean length employment period; probability unfinished work; Costs; Difference equations; Employment; Queueing analysis; Stochastic systems;
Conference_Titel :
Science and Technology, 2004. KORUS 2004. Proceedings. The 8th Russian-Korean International Symposium on
Print_ISBN :
0-7803-8383-4
DOI :
10.1109/KORUS.2004.1555574
