Artificial Intelligence: A Modern Approach
3rd Edition
ISBN: 9780136042594
Author: Stuart Russell, Peter Norvig
Publisher: Prentice Hall
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Chapter 5, Problem 8E
a.
Explanation of Solution
Game tree
- The game tree is
b.
Explanation of Solution
Marking node
- The ? values are handled with an assumption that an agent w...
c.
Explanation of Solution
Standard minimax
- The standard minimax algorithm is depth first and then goes into an infinite loop...
d.
Explanation of Solution
Winning game
- One approach is the proof by induction on the size of the game...
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Students have asked these similar questions
Write a Java program to Construct a 2-3 tree with at last 10 key values, Search the particular key value present in the 2-3 tree or not and finally Delete any one leaf node which has single key value.
link(a,b).
link(a,c).
link(b,c).
link(b,d).
link(c,d).
link(d,e).
link(d,f).
link(e,f).
link(f,g).
Using The above Formulate the appropriate Prolog predicate
"path(X,Y,N)" which is true if (and only if) there is a path of length
"N" from node "X" to node "Y". For example, there is a path of length
2 from "a" to "d": "a->b->d", but also "a->c->d", and so "path(a,d,2)"
gives "true" (two times). There is also a path of length 3 from "a"
to "d": "a->b->c->d". Test this predicate out on the above network to
verify whether or not it is working correctly.
Once this is working correctly, note now, that e.g., "path(a,e,N)."
will give multiple answers:
link(a,b).
link(a,c).
link(b,c).
link(b,d).
link(c,d).
link(d,e).
link(d,f).
link(e,f).
link(f,g).
Using the above Formulate the appropriate Prolog predicate
"path(X,Y,N)" which is true if (and only if) there is a path of length
"N" from node "X" to node "Y". For example, there is a path of length
Chapter 5 Solutions
Artificial Intelligence: A Modern Approach
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Similar questions
- a. Represent the given map information as a search tree b. Write a program to: + identify if there is a connected path between any given pair of city names. + to identify if there is a connected path between any given pair of city names that shorter than a given distance.arrow_forwardImplement a graphical system for employee management that includes an employee id, employee name, and years of service. Employees should be stored in the system using a B-tree of order 7, and they should be able to be added and removed. Your system must refresh a sorted list of workers sorted by name on the screen after each operation. Implement a graphical system for employee management that includes an employee id, employee name, and years of service. Employees should be stored in the system using a B-tree of order 7, and they should be able to be added and removed. Your system must refresh a sorted list of workers sorted by name on the screen after each operation.arrow_forwardDraw the diagrams of an 2-3 tree as the following items are inserted into an empty tree in the specified order: 8, 71, 90, 80, 84, 75, 76, 70, 10, 1, 2, 3, 4, 5, 6. To simplify the diagrams, you only have to draw the diagrams before and after each split/promotion operation. If a split/promotion has to be done recursively, only draw the diagram after all recursive splits/promotions have been done.arrow_forward
- The multidimensional data collection is represented as a k-d tree. Create a programme that will do a range search of all items falling under limitations a and b along a dimension i.For instance, a range search of data items falling inside (a = 3, b = 7) along dimension i = 2 produces (7, 5), (1, 4), (3, 5), (3, 7), (6, 6) given the data set ((7, 5), (4, 2), (6, 8), (1, 4), (3, 5), (2, 4), (3, 7), (9, 1), (6, 6), (5, 1) expressed as a k-d tree (k = 2).arrow_forwardImplement a graphical system to manage employees using an employee id, employee name, and years of service. The system should usea B-tree of order 7 to store employees, and it must provide the abilityto add and remove employees. After each operation, your system mustupdate a sorted list of employees sorted by name on the screen.arrow_forwardConsider s = (((1) ∗ 2 + 3) ∗ 5 ∗ 6 + 7). 1. Give a derivation of the expression s. 2. Draw the tree structure of the expression s. 3. Trace out the execution of your program on GetExp(s, 1). In other words, draw a tree with a box for each time a routine is called. For each box, include only whether it is an expression, term, or factor and the string s[i], ... , s[j − 1] that is parsed.arrow_forward
- Write a program in C++ also diagrammatically illustrate the program, to create a tree by using nodes, that represent the following family hierarchy. A is the father of K and L K is the father of P and Q L is the father of B and C P has only one child, i.e., J Q has no child B is the father X and Y C has only one child, i.e., Z.arrow_forwardConsider a tree that has a relatively high (between 10 to 30) typical number of children of each node. Under what conditions would a static child pointer array implementation be usable, and under what conditions would it be a better choice? Under what conditions would a dynamic child pointer array implementation be usable, and under what conditions would it be a better choice?arrow_forwardProgramming: a. Represent the given map information as a search tree b. Write a program to: + identify if there is a connected path between any given pair of city names. + to identify if there is a connected path between any given pair of city names that shorter than a given distance.arrow_forward
- What is the key difference between a spanning tree and a multi-stage tree, sometimes known as an MST? Are the algorithms developed by Prim and Kruskal evaluated and compared in this manner?arrow_forwarda) Write a program to construct a BST for a given set of key. b) Search a given key in a given BST. c) Traverse a BST in i) preorder, ii) inorder, iii) postorder. d) Delete a node from the tree with given key (node maybe i) leaf node, ii) it may have one child, iii) it may have two child) Code in C.arrow_forwardImplement a priority queue using a heapordered binary tree, however instead of using an array, use a triply linked structure. Three connections are needed for each node: two for climbing the tree and one for descending it. Your solution should offer logarithmic running durations for each operation, even if there isn't a set maximum priority-queue size.arrow_forward
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