Solve the following instance of the knapsack problem by the branch-and bound algorithm. Draw the state-space tree of the branch-and-bound item weight value 10 $100 best-first 7 $63 W = 16 algorithm with the simple bounding function indicated as follows: $56 4 4 $12 ub = v + (W - w)(v,+1/W:+1) where w is the total weight, W is the capacity, and v is the total value. En iyi ilk dal ve sınır algoritmasının durum-uzay ağacını çiziniz 12 3
Solve the following instance of the knapsack problem by the branch-and bound algorithm. Draw the state-space tree of the branch-and-bound item weight value 10 $100 best-first 7 $63 W = 16 algorithm with the simple bounding function indicated as follows: $56 4 4 $12 ub = v + (W - w)(v,+1/W:+1) where w is the total weight, W is the capacity, and v is the total value. En iyi ilk dal ve sınır algoritmasının durum-uzay ağacını çiziniz 12 3
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question

Transcribed Image Text:Solve the following
instance of the knapsack problem
by the branch-and bound algorithm.
Draw the state-space tree of the
item
weight
value
1
10
$100
best-first
branch-and-bound
2
7
$63
W = 16
algorithm with the simple bounding
3
8
$56
function indicated as follows:
4
4
$12
ub = v + (W – w)(v+1/W;+1) where w is the total weight, W is the capacity,
and v is the total value.
En iyi ilk dal ve sınır algoritmasının durum-uzay ağacını çiziniz
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draw the state-space tree of the best first branch and bound
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