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Network Flows
Fall 2010
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Course Materials

  

Slides
1. Introduction
01_1_Introduction.pdf
01_2_Defenitions.pdf
01_3_Representations.pdf
 
2. Search Algorithms
02_1_Algorithms.pdf
02_2_Breadth_First_Search - An Example.pdf
02_3_Depth_First_Search - An Example.pdf
02_4_Topological_Sorting - An Example.pdf
 
3. Shortest Path Problems
03_1_Introduction.pdf
03_2_Dijkstra's Algorithm.pdf
03_3_Dijkstra's Algorithm - An Example.pdf
03_4_Dial's Algorithm - An Example.pdf
03_5_Label_Correcting_Algorithm.pdf
03_6_Label_Correcting_Algorithm - An Example.pdf
03_7_Modified_Label_Correcting_Algorithm - An Example.pdf
 
4. Maximum Flows Problems
04_1_Introduction.pdf
04_2_Augmenting Path Algorithm.pdf
 
5. Minimum Cost Flow Problems
05_1_Introduction.pdf
05_2_Cycle Canceling Algorithm.pdf
 
6. Lagrangian Relaxation
06_1_Introduction.pdf
06_2_Solving the Lagrangian Multiplier Problem.pdf
06_3_Lagrangian Relaxation and Integer Programming.pdf
 
7. Multicommodity Flows Problems
07_1_Introduction.pdf
07_2_Lagrangian Relaxation Approach.pdf
07_3_Column Generation Approach.pdf
 
8. Capacitated Multicommodity Network Design Problems
08_1_Simplex-Based Tabu Search.pdf
08_2_Cycle-Based Neighbourhoods.pdf
08_3_Path Relinking, Cycle-based Neighbourhoods.pdf

 

Test Problems:

 
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