Give the name of the algorithm that results from each of the following special cases: a. Local beam search with k = 1. b. Local beam search with one initial state and no limit on the number of states retained. c. Simulated annealing with T = 0 at all times (and omitting the termination test). d. Simulated annealing with T = ∞ at all times. e. Genetic algorithm with population size N = 1.

Question

Want to see more full solutions like this?

Answer 1

Textbook Question

Chapter 4, Problem 1E

Give the name of the algorithm that results from each of the following special cases:

a. Local beam search with k = 1.
b. Local beam search with one initial state and no limit on the number of states retained.
c. Simulated annealing with T = 0 at all times (and omitting the termination test).
d. Simulated annealing with T = ∞ at all times.
e. Genetic algorithm with population size N = 1.

Expert Solution & Answer

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

05:06

Students have asked these similar questions

I help understanding this question d'y + 4dy +3y = a, Initial Conditions: y(0) = 5 & y'(0)=0 Where a = 10 a) Find y(t) =yh(t) +yp(t) in time domainIs the system over-damped, under-damped, or critical? b) Find y(t) using Laplace Transforms

Given f(t)=a sin(ßt) a = 10 & ß = 23 Find the Laplace Transform using the definition F(s) = ∫f(t)e-stdt

Please do not use any AI tools to solve this question. I need a fully manual, step-by-step solution with clear explanations, as if it were done by a human tutor. No AI-generated responses, please.

Answer 2

Textbook Question

Chapter 4, Problem 1E

Give the name of the algorithm that results from each of the following special cases:

a. Local beam search with k = 1.
b. Local beam search with one initial state and no limit on the number of states retained.
c. Simulated annealing with T = 0 at all times (and omitting the termination test).
d. Simulated annealing with T = ∞ at all times.
e. Genetic algorithm with population size N = 1.

Expert Solution & Answer

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

05:06

Answer 3

Textbook Question

Chapter 4, Problem 1E

Give the name of the algorithm that results from each of the following special cases:

a. Local beam search with k = 1.
b. Local beam search with one initial state and no limit on the number of states retained.
c. Simulated annealing with T = 0 at all times (and omitting the termination test).
d. Simulated annealing with T = ∞ at all times.
e. Genetic algorithm with population size N = 1.

Expert Solution & Answer

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

05:06

Answer 4

Textbook Question

Chapter 4, Problem 1E

Give the name of the algorithm that results from each of the following special cases:

a. Local beam search with k = 1.
b. Local beam search with one initial state and no limit on the number of states retained.
c. Simulated annealing with T = 0 at all times (and omitting the termination test).
d. Simulated annealing with T = ∞ at all times.
e. Genetic algorithm with population size N = 1.

Expert Solution & Answer

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

05:06

Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Answer 8

Expert Solution & Answer

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

a.

The local beam search with “k=1” is hill-climbing search.

b.

Local beam search with one initial state and no limit on the number of states retained resembles with Breadth-First search.
In breadth first search, before adding the next layer it adds one complete layer nodes.
Starting from one state, the algorithm would be essentially identical to breadth-ﬁrst search except that each layer is generated all at once.

c.

Simulated annealing with “T=0” at all time:

There is a fact that termination step would be triggered immediately. Ignoring this fact, the search would be identical to first choice hill climbing.
This is because; every downward successor would be rejected with probability 1.

d.

Simulated annealing with “T = ∞” at all times is a random-walk search, it always accepts a new state.

e.

Generic algorithm with population size “N=1”:

The two selected parents will be same individual, if the population size is “1”.
The crossover yields an exact copy of individuals. Here, the mutation chance occurs.
Thus, the algorithm executes a random walk in the space of individuals.

Answer 12

Ch. 4 - Give the name of the algorithm that results from...Ch. 4 - Prob. 2E Ch. 4 - Prob. 3E Ch. 4 - Prob. 5E Ch. 4 - Prob. 6E Ch. 4 - Prob. 7E Ch. 4 - Prob. 8E Ch. 4 - Prob. 9E Ch. 4 - Prob. 10E Ch. 4 - Prob. 12E

Videos

Explanation of Solution

Want to see more full solutions like this?

Chapter 4 Solutions

Additional Engineering Textbook Solutions