Browsing by Author "Sohraby, K."
Now showing items 1-6 of 6
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Infinite-and finite-buffer Markov fluid queues: a unified analysis
Akar, N.; Sohraby, K. (Applied Probability Trust, 2004)In this paper, we study Markov fluid queues where the net fluid rate to a single-buffer system varies with respect to the state of an underlying continuous-time Markov chain. We present a novel algorithmic approach to solve ... -
Matrix-geometric solutions of M/G/1-type Markov chains: A unifying generalized state-space approach
Akar, N.; Oǧuz, N.C.; Sohraby, K. (1998)In this paper, we present an algorithmic approach to find the stationary probability distribution of M/G/1-type Markov chains which arise frequently in performance analysis of computer and communication networ ks. The ... -
Retrial queuing models of multi-wavelength FDL feedback optical buffers
Akar, N.; Sohraby, K. (Institute of Electrical and Electronics Engineers, 2011)Optical buffers based on Fiber Delay Lines (FDL) have been proposed for contention resolution in optical packet/burst switching systems. In this article, we propose a retrial queuing model for FDL optical buffers in ... -
Solving the single server semi-Markov queue with matrix exponential kernel matrices for interarrivals and services
Akar, Nail; Sohraby, K. (ACM, 2006)Markov renewal processes with semi-Markov kernel matrices that have matrix-exponential representations form a superset of the well-known phase-type renewal process, Markovian arrival process, and the recently introduced ... -
System-theoretical algorithmic solution to waiting times in semi-Markov queues
Akar, N.; Sohraby, K. (ELSEVIER, 2009-05-07)Markov renewal processes with matrix-exponential semi-Markov kernels provide a generic tool for modeling auto-correlated interarrival and service times in queueing systems. In this paper, we study the steady-state actual ... -
TELPACK: An Advanced teletraffic analysis package
Akar, N.; Oguz, N.C.; Sohraby, K. (1998)Performance evaluation of computer and communication networks gives rise to teletraffic problems of potentially large dimensionality. We briefly summarize a unifying system theoretic approach to efficient solution of a ...