1 Petri Nets II Monday, October 24, 2005. 2 Review Petri Net C = ( P, T, I, O) marking µ : instantaneous state of the Petri net Consists of places.
Lesson 9: Advanced M/G/1 Methods and Examples Giovanni Giambene Queuing Theory and Telecommunications: Networks and Applications 2nd edition, Springer.
UNIT II. Queuing Analysis 1.Do an after-the-fact analysis based on actual values. 2. Make a simple projection by scaling up from existing experience to.
Queueing Theory. Airline Industry (routing and flight plans, crew scheduling, revenue management) Telecommunications (network routing, queue control)
1. Congestion Control Congestion Control Factors that Cause Congestion Factors that Cause Congestion Congestion Control vs Flow Control Congestion.
Queueing Theory
