illustrates the procedure to obtain the optimal binary search tree, given the list of keys ? = {a1,a2,.....an} and the probabilities Pi, 1≤ ? ≤? and Qi,0≤ ? ≤n
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illustrates the procedure to obtain the optimal binary search tree,
given the list of keys ? = {a1,a2,.....an} and the probabilities Pi, 1≤ ? ≤? and
Qi,0≤ ? ≤n
Step by step
Solved in 2 steps
- illustrate Algorithm to the procedure to obtain the optimal binary search tree,given the list of keys ? = {a 1, a 2, ? 3,…? n} and the probabilities ? i,1≤ ? ≤? and? i,0≤ ? ≤?.Construct an optimal binary search tree for five keys A, B, C, D, E with probabilities p1 = 0.1, p2 = 0.3, p3 = 0.1, p4 = 0.4, p5 = 0.1. Show(1) the main table; (2) the root table; (3) all computations to fill in the main table and the root table; (4) the optimal binary search tree based on the root table; (5) that the average number of comparisons of your optimal binary search tree is indeed C(1,5).Consider the use of a genetic algorithm on this 0-1 Knapsack Problem W = 19 P1 = 20, w1 = 2 P2 = 30, w2 = 6 P3 = 36, w2 = 9 P4 = 16, w3 = 8 If an individual in the population is given the string: "0,1,0,1" then the measure of fitness would be?
- Which type of best first search algorithm was used to predict the closeness of the end of path and its solution? a) Greedy BFS b) Divide and Conquer c) Heuristic BFS d) CombinatorialShow the optimal binary search tree for the following words, where the frequency of occurrence is in parentheses: a (0.18), and (0.19), I (0.23), it (0.21), or (0.19). Justify the answer.Consider a Diffie-Hellman scheme with a common prime q = 17 and a primitive root α = 3. a) If user A has a private key XA=4, what is A’s public key, YA? b) A sends YA to B. If B has a private key XB=6, what is the shared secret key, K that B can calculate and share with A? c) If B computes YB and sends it to A, what is the shared secret Key, K computed by A?
- A* search is optimal with an admissible search heuristic Select one: True FalseFor straight-line distance heuristic, draw the search tree after expansion of each node until the termination of the algorithm for: a) Greedy best-first search (label all node with their h values). What is the solution (list of visited cities) found by the algorithm? b) A* search (label all nodes with their f values). What is the solution (list of visited cities) found by the algorithm?Principles of Artificial Intelligence Which move should the first player choose? Assuming that nodes are searched left-to-right using the alpha-beta algorithm, which nodes would not be examined?
- I need a solution to this question quickly -Given the following search tree, apply the Expected Minmax algorithm to it and show the search tree that would be built by this algorithm. -Who is the winner player and what is his final utility value?How would I describe the pseudo code of an optimal algorithm, and how is it modeled including the (ordered) pairs of visit? In additional, what would be the given time and space complexity?A hash table with ordered linear probing maintains an order amongkeys considered during the rehashing process. When the keys are encountered,say, in increasing order, the performance of a failed lookup approaches that ofa successful search. Describe how a key might be inserted into the orderedsequence of values that compete for the same initial table entry. ans in 30 min and give accurate