Show Transcribed Text 2.CO4 The graph below (nodes 1-6) can be optimally partitioned using the Kernighan-Lin algorithm. The dotted line represents the initial partitioning. Assume all the edges have the same weight. S 2 ii. iii. 5 (a) What is the initial cut cost? (b) Perform the first pass of the algorithm. i. C C Compute the node costs of all unfixed nodes Find the maximum gain of swapping a pair of nodes (Ag.) Swap the pair and draw the updated graph
Show Transcribed Text 2.CO4 The graph below (nodes 1-6) can be optimally partitioned using the Kernighan-Lin algorithm. The dotted line represents the initial partitioning. Assume all the edges have the same weight. S 2 ii. iii. 5 (a) What is the initial cut cost? (b) Perform the first pass of the algorithm. i. C C Compute the node costs of all unfixed nodes Find the maximum gain of swapping a pair of nodes (Ag.) Swap the pair and draw the updated graph
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Transcribed Image Text:2.CO4 The graph below (nodes 1-6) can be optimally partitioned using the Kernighan-Lin algorithm. The
dotted line represents the initial partitioning. Assume all the edges have the same weight.
Show Transcribed Text
(c)
(a) What is the initial cut cost?
(b) Perform the first pass of the algorithm.
i.
ii.
iii.
S
5
T₂
Ć
Compute the node costs of all unfixed nodes
S
3
Find the maximum gain of swapping a pair of nodes (Ag.)
Swap the pair and draw the updated graph
T3
6
T₁
i. Find the shortest path for each target using lee's maze routing.
ii. Calculate the total memory usage for (i).
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