Contribution Study of M/M(a,b)/1 Queueing System with vacation Polices: Single server bulk service m/m(a,b)/1 queueing system - Softcover

Murugan, Subathra; Subrayan, Revathi

 
9786208452032: Contribution Study of M/M(a,b)/1 Queueing System with vacation Polices: Single server bulk service m/m(a,b)/1 queueing system

Inhaltsangabe

The underlying assumption of queuing theory is that arrivals to the system are characterized by a probability distribution, the Poisson distribution, and service times by another known distribution, the exponential distribution. These assumptions enable analysts to devise easily solvable mathematical models, which may be used to evaluate system performance. Single Server Bulk service M / M (a, b) / 1 Queueing System, when solving the single server bulk service queueing models numerically, the results of system measures have been obtained effectively by using Matlab software.

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Über die Autorin bzw. den Autor

M.SUBATHARA, Department of Mathematics, Sri Manakula Vinayagar Engineering College (An Autonomous Institution), Puducherry-605107.S. REVATHI, Department of Mathematics, Sri Manakula Vinayagar Engineering College (An Autonomous Institution), Puducherry-605107.

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