In one or 2 sentences, explain the difference between upper bound of the time complexity of a problem and upper bound on the time complexity of an algorithm to solve that problem.
Difference between Upper Bound on the time complexity of an algorithm and Upper Bound of a problem:
The Upper bound of a problem determines the limit on resources of any algorithms that can solve the given problem but the upper bound on the time complexity of an algorithm determines the limit on resources for the given algorithm only.
In one or 2 sentences, explain the difference between upper bound of the time complexity of...
-- ** Explain briefly (2 or 3 sentences) the difference between state space search and game tree evaluation ** --- *** Describe these problems, where each one is best solved by a different technique from the following list. Uninformed Search, A* search and Minimax. Each problem should be described in two-three sentences each. *** ---- For artificial intelligence, computer science
What is the worst-case asymptotic time complexity of the following divide-andconquer algorithm (give a Θ-bound). The input is an array A of size n. You may assume that n is a power of 2. (NOTE: It doesn’t matter what the algorithm does, just analyze its complexity). Assume that the non-recursive function call, bar(A1,A2,A3,n) has cost 3n. Show your work! Next to each statement show its cost when the algorithm is executed on an imput of size n abd give the...
What is the worst-case asymptotic time complexity of the following divide-andconquer algorithm (give a Θ-bound). The input is an array A of size n. You may assume that n is a power of 2. (NOTE: It doesn’t matter what the algorithm does, just analyze its complexity). Assume that the non-recursive function call, bar(A1,A2,A3,n) has cost 3n. Show your work! Next to each statement show its cost when the algorithm is executed on an imput of size n abd give the...
Exercise 7.3.5: Worst-case time complexity - mystery algorithm. The algorithm below makes some changes to an input sequence of numbers. MysteryAlgorithm Input: a1, a2....,an n, the length of the sequence. p, a number Output: ?? i != 1 j:=n While (i < j) While (i <j and a < p) i:= i + 1 End-while While (i <j and a 2 p) j:=j-1 End-while If (i < j), swap a, and a End-while Return( aj, a2,...,an) (a) Describe in English...
No one has ever found an algorithm for the Traveling Salesperson problem whose worst-case time complexity is better than exponential. Yet, no one has ever proven that such an algorithm is impossible. Select one: True False
What is the difference between a histogram and bar chart? (Explain in at least 4 sentences) What is the difference between a pie chart (circle) and a bar graph? When should you use a pie chart instead of a bar chart? (Answer in at least 5 sentences)
(d) Consider an algorithm A, whose runtime is dependent on some "size" variable n of the input. Explain the difference between the two statements below, and give an explicit example of an algorithm for which one statement is true but the other is false. 1. The worst case time complexity of A is n2. 2. A is O(n). (e) Give an example of an algorithm (with a clear input type) which has a Big-Oh (0) and Big-Omega (12) bound on...
(1) In calculating the time complexity, 1000n3 is asymptotically bigger than (a) 2n , (b) 10n3 , (c) (log ?)n3 , and (d) 10000n2 . (2) For any sorting algorithm using a comparison between pairs of elements on n elements, what is the lower bound for the number of required comparisons? (a) ?(n2 ), (b) Ω(? log ?), (c) Ω(?), and (d) none of the above.
Please find the complexity of the algorithm used to solve the problem below. Also find the approximate problem size we could solve in time t, given that we double the speed of the original machine. Thank you Suppose that a computer can run an algorithm on a problem of size 1,024 in time t. We do not know the complexity of the algorithm. We note that when we run the same algorithm on a computer 8 times faster, in the...
Manufacturing has lower bound limits and upper bound limits for any given time period. This means that there is a minimum that should be produced in that time period and a maximum that can be produced in that time period. 1. What does your knowledge and/or research tell you are restrictions that cause lower bound limits? List at least four (2 POINTS) • • • •