b) Refer to the pseudocode snippet below, which refers to a well-known search algorithm. Briefly explain what issue this algorithm has in relation to searching over local minima. Modify the algorithm to add exploratory behaviour. You can provide your answer as a simple pseudocode.
b) Refer to the pseudocode snippet below, which refers to a well-known search algorithm. Briefly explain what issue this algorithm has in relation to searching over local minima. Modify the algorithm to add exploratory behaviour. You can provide your answer as a simple pseudocode.
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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![b) Refer to the pseudocode snippet below, which refers to a well-known search
algorithm. Briefly explain what issue this algorithm has in relation to searching over
local minima. Modify the algorithm to add exploratory behaviour. You can provide
your answer as a simple pseudocode.
1. currentSolution = copy(startSolution);
2. bestSolution = copy(currentSolution); bestEval evaluate (currentSolution);
3. improved=false;
4. while (termination criteria not satisfied) {
5.
neighborsSet = NeigborsOf(currentSolution);
for all s in neighborsSet {
6.
7.
tmpEval= evaluate(s);
if (tmpEval< bestEval) {
8.
9.
bestSolution = s; bestEval = tmpEval; improved=true;
} // end if
10.
11. } // end for
12. if (improved) currentSolution = copy(bestSolution);
13. else return currentSolution;
14. } //end while](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F848ff6e8-adb0-458e-9c24-72fac47eee7d%2Fc35476f4-a7b1-47fa-b430-a009b7b7a71e%2Fbcqlj6_processed.png&w=3840&q=75)
Transcribed Image Text:b) Refer to the pseudocode snippet below, which refers to a well-known search
algorithm. Briefly explain what issue this algorithm has in relation to searching over
local minima. Modify the algorithm to add exploratory behaviour. You can provide
your answer as a simple pseudocode.
1. currentSolution = copy(startSolution);
2. bestSolution = copy(currentSolution); bestEval evaluate (currentSolution);
3. improved=false;
4. while (termination criteria not satisfied) {
5.
neighborsSet = NeigborsOf(currentSolution);
for all s in neighborsSet {
6.
7.
tmpEval= evaluate(s);
if (tmpEval< bestEval) {
8.
9.
bestSolution = s; bestEval = tmpEval; improved=true;
} // end if
10.
11. } // end for
12. if (improved) currentSolution = copy(bestSolution);
13. else return currentSolution;
14. } //end while
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