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Essay heading: Maximum Flow Algortithm
Essay specific features
| Issue: |
Technology |
| Written by: |
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| Date added: |
May 17, 1997 |
| Level: |
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| Grade: |
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| No of pages / words: |
2 / 552 |
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0 times |
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Essay content:
If Si a? i?? then go to step 3 otherwise go to step 4.
Step 3:
Determine k N" Si such that c ik = max {c i j}
Set ak =cik and label node k with [ak,i]. If k= n then go to step 5 otherwise set i=k and go to step 2.
Step 4:
(Backtracking) If I =1 go to step 6. Otherwise let r be the node label immediately before the current node and set i=r and remove I from the set of nodes adjacent to r and go to step 2...
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Otherwise let r be the node label immediately before the current node and set i=r and remove I from the set of nodes adjacent to r and go to step 2.
Step 5:
(Determining the residue network) Let Np=(1, k2,k3,a?¦..,n) define the nodes of the pth breakthrough path from source to sink node. Maximum flow through the path is therefore computed as:
fp= min { a1, ak1, ak2, a?¦...
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