IE 313 • Midterm II + Final • Operations Research III

From Discrete to Continuous

Example 1

Example 2

Example 3

Steady State Distribution

Q Matrix

Example 4

Example 5

Example 6

Absorbing Chains

Example 7

Embedded Chains

Example 8

Embedded Chains and Stationary Distribution

Example 9

Example 10

Time Reversibility

Example 11

A subproblem of CTMC

Random Rates, Finite Chain

Example 1

Random Rates, Infinite Chain

Example 2

Equal Rates, Infinite Chain, Single Server

Example 3

Equal Rates, Finite Chain, Single Server

Example 4

Equal Rates, Finite Chain, Multiple Servers

Example 5

Kendall's Notation

Terminology

M/M/1 Queue

Example 1

M/M/s Queue

Example 2

M/M/1/K Queue

Example 3

M/M/s/K Queue

Example 4

Coding for Markovian Queues

M/M/1/K Queue

M/M/1 Queue

M/M/s/K Queue

M/M/s Queue

Poisson Processes 1 (From Midterm I)

Poisson Processes 2 (From Midterm I)

Poisson Processes 3 (From Midterm I)

Continuous Time Markov Chains 1

Continuous Time Markov Chains 2

Continuous Time Markov Chains 3

Continuous Time Markov Chains 4

Continuous Time Markov Chains 5

Birth and Death 1

Birth and Death 2

Birth and Death 3

Birth and Death 4

Queueing Theory 1

Queueing Theory 2

Queueing Theory 3

Queueing Theory 4

Queueing Theory 5

Queueing Theory 6

Queueing Theory 7

Queueing Theory 8

Continuous Time Markov Chains 1

Continuous Time Markov Chains 2

Birth-and-Death 1

Continuous Time Markov Chains 3

Birth-and-Death 2

Her Başlık Uygun Buraya

Discrete Time Markov Chains 1

Continuous Time Markov Chains 1

Discrete Time Markov Chains 2

Poisson Processes

Continuous Time Markov Chains 2

Queueing Theory 1

Queueing Theory 2