'1 queue' presentation slideshows

Queuing Theory and Traffic Analysis

Queuing Theory and Traffic Analysis. CS 552 Richard Martin Rutgers University. Queuing theory . View network as collections of queues FIFO data-structures Queuing theory provides probabilistic analysis of these queues Examples: Average length

1.76k views • 149 slides

Queuing Theory and Traffic Analysis

Queuing Theory and Traffic Analysis. CS 552 Richard Martin Rutgers University. Queuing theory . View network as collections of queues FIFO data-structures Queuing theory provides probabilistic analysis of these queues Examples: Average length

1.5k views • 149 slides

Exact solutions for first-passage and related problems in certain classes of queueing system

Exact solutions for first-passage and related problems in certain classes of queueing system. Michael J Kearney School of Electronics and Physical Sciences University of Surrey June 29 th 2006. Presentation outline. Introduction to the Geo/Geo/1 queue Some physical examples

554 views • 43 slides

Exact solutions for first-passage and related problems in certain classes of queueing system

Exact solutions for first-passage and related problems in certain classes of queueing system. Michael J Kearney School of Electronics and Physical Sciences University of Surrey June 29 th 2006. Presentation outline. Introduction to the Geo/Geo/1 queue Some physical examples

434 views • 43 slides

Chap.3 : Birth-Death Queueing Systems in Equilibrium

Chap.3 : Birth-Death Queueing Systems in Equilibrium. S.Y. Yang. General Equilibrium Solution. Conservation?. 0. 1. 2. In equilibrium case it is clear that flow must be conserved in the sense that the input flow must equal the output flow from a given state.

380 views • 24 slides

QoS provisioning for large, high-rate file transfers

QoS provisioning for large, high-rate file transfers. Zhenzhen Yan, Malathi Veeraraghavan, Chris Tracy, and Chin Guok University of Virginia and ESnet Apr. 22, 2013.

146 views • 14 slides

Continuous Time Markov Chains and Basic Queueing Theory

Continuous Time Markov Chains and Basic Queueing Theory. EE384X Review 4 Winter 2004. Review: DTMC. p ij is the transition probability from i to j over one time slot The time spent in a state is geometrically distributed Result of the Markov (memoryless) property

294 views • 13 slides

Consider the M/M/1 queue

Consider the M/M/1 queue. Arrival process: Poi( ?t) Service distribution: Poi(?t) One server, infinite queue length possible Prob(arrival in small interval h ) = ? h Prob(service completed in small interval h ) = ? h We know P 0 , but what else can we say, e.g. P 1 , P 2 etc.

208 views • 12 slides

Previously

Previously. Optimization Probability Review Inventory Models Markov Decision Processes. Agenda. Queues. T time in system T q waiting time (time in queue) N #customers in system N q #customers in queue. W = E[T] W q = E[T q ] L = E[N] L q = E[N q ]

212 views • 12 slides

CS433 Modeling and Simulation Lecture 11 Birth-Death Process

158 views • 6 slides