SZodixStudyAcademic Library
ShelvesOpen access
Study · an open academic library·Metadata from OpenAlex (CC0)·Shelves·OpenAlex metadata, de-duplicated
Integrated service resource reservation using queueing networks theory
3 references·1 citing·11 second hop
Integrated service resource reservation using queueing networks theory (2014)Integrated service resource reservation u…Congestion probabilities in a batched Poisson multirate loss model supporting elastic and adaptive traffic (2012)Congestion probabilities in a…The Erlang multirate loss model with Batched Poisson arrival processes under the bandwidth reservation policy (2010)The Erlang multirate loss mod…A simple approximation of the link model with reservation by a one-dimensional Markov chain (2000)A simple approximation of the…Performance Evaluation of Multirate Loss Systems Supporting Cooperative Users with a Probabilistic Behavior (2017)Performance Evaluation of Mul…Blocking in a Shared Resource Environment (1981)Modelling of state-dependent multirate systems carrying BPP traffic (2008)Modeling product-form state-dependent systems with BPP traffic (2009)Stochastic Modeling and the Theory of Queues (1989)Flow level performance analysis of a multi-service system supporting elastic and adaptive services (2002)A Queueing Model of a Multi-Service System with State-Dependent Distribution of Resources for Each Class of Calls (2014)Blocking probabilities of elastic and adaptive calls in the Erlang multirate loss model under the threshold policy (2015)Congestion probabilities of elastic and adaptive calls in Erlang-Engset multirate loss models under the threshold and bandwidth reservation policies (2015)On the Steady-State Distribution in a Service Facility Carrying Mixtures of Traffic with Different Peakedness Factors and Capacity Requirements (1983)QoS guarantee in a batched poisson multirate loss model supporting elastic and adaptive traffic (2012)Algorithms to determine exact blocking probabilities for multirate tree networks (1990)
this work references cited by second hop

References

  • 2000A simple approximation of the link model with reservation by a one-dimensional Markov chain85 cited
  • 2012Congestion probabilities in a batched Poisson multirate loss model supporting elastic and adaptive traffic47 cited
  • 2010The Erlang multirate loss model with Batched Poisson arrival processes under the bandwidth reservation policy46 cited

Cited by

  • 2017Performance Evaluation of Multirate Loss Systems Supporting Cooperative Users with a Probabilistic Behavior11 cited

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