SZodixStudyAcademic Library
ShelvesOpen access
Study · an open academic library·Metadata from OpenAlex (CC0)·Shelves·OpenAlex metadata, de-duplicated
Transient and stationary waiting times in (max,+)-linear systems with Poisson input
4 references·4 citing·33 second hop
Transient and stationary waiting times in (max,+)-linear systems with Poisson input (1997)Transient and stationary waiting times in…Taylor series expansions for Poisson-driven $(\max,+$)-linear systems (1996)Taylor series expansions for …The MacLaurin series for the GI/G/1 queue (1992)The MacLaurin series for the …Open Queueing Systems in Light Traffic (1989)Open Queueing Systems in Ligh…An Interpolation Approximation for Queueing Systems with Poisson Input (1988)An Interpolation Approximatio…Performance evaluation of WIP-controlled line production systems with constant processing times (2016)Performance evaluation of WIP…Stationary Waiting Times in m-Node Tandem Queues With Production Blocking (2011)Stationary Waiting Times in m…Tail probability of transient and stationary waiting times in (max,+)-linear systems (2002)Tail probability of transient…A characterisation of (max,+)-linear queueing systems (2000)A characterisation of (max,+)…The theory of queues with a single server (1952)Matrix-Geometric Solutions to Stochastic Models (1984)Applied Probability and Queues (1987)Pade approximation for stochastic discrete-event systems (1995)Queueing Models with Multiple Waiting Lines (2001)Queues and Point Processes. (1985)Properties of fork/join queueing networks with blocking under various operating mechanisms (1997)Admission control in stochastic event graphs (2000)Laplace Transform and Moments of Waiting Times in Poisson Driven (max,+) Linear Systems (2001)Elements of Queueing Theory (2003)Waiting Times When Queues are in Tandem (1957)On Approximate Computer System Models (1975)Extensions of infinitesimal perturbation analysis (1988)An Interpolation Approximation for the Mean Workload in a GI/G/1 Queue (1989)Diffusion approximations for queues with server vacations (1990)Analysis and Synthesis of Computer Systems (2010)Mathematical Theory of Connecting Networks and Telephone Traffic (1966)Approximations of the Mean Waiting Time in an M/G/s Queueing System (1979)On the pathwise computation of derivatives with respect to the rate of a point process: The phantom RPA method (1992)Call admission and routing in multi-service loss networks (1994)Interpolation approximations for symmetric Fork-Join queues (1994)Extremal Splittings of Point Processes (1985)Tandem queues with general blocking: A unified model and comparison results (1993)Queueing networks with blocking (1984)An analytical solution for a tandem queue with blocking (2000)Production control policy for tandem workstations with constant service times and queue time constraints (2016)The time buffer approximated Buffer Allocation Problem: A row–column generation approach (2019)Fundamentals of queueing theory (2nd ed.). (1985)Fundamentals of Queueing Theory. (1986)Stochastic Modelling and Analysis: A Computational Approach. (1987)CONWIP: a pull alternative to kanban (1990)Push and Pull Production Systems: Issues and Comparisons (1992)Analysis of production control systems kanban and CONWIP (1996)
this work references cited by second hop

References

  • 1989Open Queueing Systems in Light Traffic111 cited
  • 1992The MacLaurin series for the GI/G/1 queue63 cited
  • 1988An Interpolation Approximation for Queueing Systems with Poisson Input62 cited
  • 1996Taylor series expansions for Poisson-driven $(\max,+$)-linear systems54 cited

Cited by

  • 2000A characterisation of (max,+)-linear queueing systems29 cited
  • 2011Stationary Waiting Times in m-Node Tandem Queues With Production Blocking27 cited
  • 2002Tail probability of transient and stationary waiting times in (max,+)-linear systems19 cited
  • 2016Performance evaluation of WIP-controlled line production systems with constant processing times18 cited

Only edges whose both ends are imported exist here. Widen the year window, or show the whole map. Back to the work