Miyazawa, Masakiyo - Department of Information Sciences, Tokyo University of Science

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Miyazawa, Masakiyo - Department of Information Sciences, Tokyo University of Science

Two Sided DQBD Process and Solutions to the Tail Decay Rate Problem and Their Applications to
Asymptotic behaviors of the loss rate for Markov modulated fluid queue with a finite buffer
Tail Decay Rates in Double QBD Processes and Related Reflected Random Walks
Asymptotic Behavior of Loss Rate for Feedback Finite Fluid Queue with Downward Jumps
Geometric Decay in Level-Expanding QBD Models , Hong Kong Polytechnic University
Asymptotic behaviors of the loss probability for a finite buffer queue with QBD structure
The stationary tail asymptotics in the GI/G/1 type queue with countably many background states
Error Bounds for Perturbing Nonexponential Queues Nico M. van Dijk
A Markov renewal approach to M/G/1 type queues with countably many background states
The Annals of Applied Probability 2004, Vol. 14, No. 2, 10291054
Journal of the Operations Research Society of Japan
Technical report for a finite buffer queue with QBD structure Masakiyo Miyazawa, Yutaka Sakuma and Syuhei Yamaguchi
Conjectures on tail asymptotics of the marginal stationary distribution for a multidimensional SRBM
Exact asymptotics for a Levy-driven tandem queue with an intermediate input
Journal of the Operations Research Society of Japan
A short paper for reflecting Brownian motion in two dimensions: Exact asymptotics for the stationary distribution
Geometric Decay in a QBD Process with Countable Background States with Applications to
Revisit to the tail asymptotics of the double QBD process for refinement and complete solutions
Light tail asymptotics in multidimensional reflecting processes for queueing networks
Tail asymptotics of the occupation measure for a Markov additive process with an M/G/1-type
Stationary distribution of a two-dimensional SRBM: geometric views and boundary
DOI 10.1007/s11750-011-0180-1 Rejoinder on: Light tail asymptotics
Wiener-Hopf factorizations for a multidimensional Markov additive process and
Join the shortest queue among k parallel queues: tail asymptotics of its stationary
Wiener-Hopf factorizations for a multidimensional Markov additive process and
Revisit to the tail asymptotics of the double QBD process: Refinement and complete solutions for
Tail asymptotics of the stationary distribution of a two dimensional reflecting random walk