networks

Equilibrium and Transient Analysis of Communication Networks Modeled by QBD-Processes,

E. J. Coyle

S. L. Beuerman

J. Zhang

Matrix Recursive Solutions in Quasi-Birth-Death Models of Random Access Networks

J. Zhang

E. J. Coyle

Matrix Quadratic Equations and Quasi-Birth-and-Death Processes

G. R. Murthy

E. J. Coyle

Nonlinear Matrix Equations and Matrix Geometric Solutions in Stochastic Models

R. M. Garimella

E. J. Coyle

Matrix Quadratic Equations and Quasi-Birth-Death Models of Multiple Access Networks

R. M. Garimella

E. J. Coyle

Packet Radio and the Factory of the Future

E. J. Coyle

J. S. Lehnert

Finite Memory Recursive Solutions for the Equilibrium and Transient Analysis of G/M/1 Type Markov Processes with Application to Spread signal Spectrum Multiple Access Networks

G. R. Murthy

E. J. Coyle

Transient and Equilibrium Analysis of Spread Spectrum Slotted ALOHA Networks: Finite Memory Recursions

G. R. Murthy

E. J. Coyle

The Transient Solution of Time-Dependent M/M/1 Queues

J. Zhang

E. J. Coyle

Finite Memory Recursive Solutions for the Equilibrium and Transient Analysis of G/M/1-Type Markov Processes

G. R. Murthy

E. J. Coyle