Which of the following statements are true regarding CSPs? To improve the backtracking efficiency, in order to break tie in choosing variable, we can choose the variable with the most constraints on remaining variables. Cutset conditioning can be used in any type of constraint graphs to speed up the search. To improve the backtracking efficiency, we prefer the value that rules out the fewest choices for the neighboring variables in the constraint graph. If the constraint graph is a tree-structured, the search can be done very fast. If the constraint graph is made of independent subproblems, we can speed up the search with decomposition.
Which of the following statements are true regarding CSPs? To improve the backtracking efficiency, in order to break tie in choosing variable, we can choose the variable with the most constraints on remaining variables. Cutset conditioning can be used in any type of constraint graphs to speed up the search. To improve the backtracking efficiency, we prefer the value that rules out the fewest choices for the neighboring variables in the constraint graph. If the constraint graph is a tree-structured, the search can be done very fast. If the constraint graph is made of independent subproblems, we can speed up the search with decomposition.
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Which of the following statements are true regarding CSPs?
To improve the backtracking efficiency, in order to break tie in choosing variable, we can choose the variable with the most constraints on remaining variables.
Cutset conditioning can be used in any type of constraint graphs to speed up the search.
To improve the backtracking efficiency, we prefer the value that rules out the fewest choices for the neighboring variables in the constraint graph.
If the constraint graph is a tree-structured, the search can be done very fast.
If the constraint graph is made of independent subproblems, we can speed up the search with decomposition.
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