Connection-wise end-to-end performance analysis of queuing networks with MMPP inputs
Performance Evaluation
Decomposition of general tandem queueing networks with MMPP input
Performance Evaluation
Automation and Remote Control
Departure Processes of BMAP/G/1 Queues
Queueing Systems: Theory and Applications
A Tandem Queue with Blocking and Markovian Arrival Process
Queueing Systems: Theory and Applications
Decomposition of general queueing networks with MMPP inputs and customer losses
Performance Evaluation
The BMAP/G/1--·/PH/1/M tandem queue with feedback and losses
Performance Evaluation
A tandem retrial queueing system with two Markovian flows and reservation of channels
Computers and Operations Research
Tandem service system with batch Markov flow and repeated calls
Automation and Remote Control
A dual tandem queueing system with a finite intermediate buffer and cross traffic
Proceedings of the 5th International Conference on Queueing Theory and Network Applications
Priority tandem queueing model with admission control
Computers and Industrial Engineering
A two-phase GI/PH/1 → ·/PH/1/0 system with losses
Automation and Remote Control
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The stationary probability distribution of a two-phase queueing system with a finite or an infinite buffer for the first phase and a finite buffer for the second phase is derived. The input flow of the system is a batch Markov arrival process. Both phases have single-servers. The service time distribution is arbitrary for the first phase and of phase-type for the second phase. If the buffer of the second phase is full at the instant of completion of service at the first phase, the first server is blocked until the buffer is freed.