What Is The Time Complexity Of The Following Dynamic #2161
What is the time complexity of the following dynamic programming implementation of the maximum sum rectangle problem?</p> <pre><code class="language-c"> int max_sum_rectangle(int arr[][3],int row,int col) { int left, right, tmp[row], mx_sm = INT_MIN, idx, val; for(left = 0; left < col; left++) { for(right = left; right < col; right++) { if(right == left) { for(idx = 0; idx < row; idx++) tmp[idx] = arr[idx][right]; } else { for(idx = 0; idx < row; idx++) tmp[idx] += arr[idx][right]; } val = kadane_algo(tmp,row); if(val > mx_sm) mx_sm = val; } } return mx_sm; }</code></pre>
This multiple choice question (MCQ) is related to the book/course gs gs122 Data Communication and Computer Network. It can also be found in gs gs122 Dynamic Programming - Maximum Sum Rectangle in a 2D Matrix - Quiz No.2.
Similar question(s) are as followings:
Online Quizzes of gs122 Data Communication and Computer Network
Sorting - Insertion Sort - Quiz No.1
gs gs122 Data Communication and Computer Network
Online Quizzes
Sorting - Insertion Sort - Quiz No.2
gs gs122 Data Communication and Computer Network
Online Quizzes
Sorting - Insertion Sort - Quiz No.3
gs gs122 Data Communication and Computer Network
Online Quizzes
Sorting - LSD Radix Sort - Quiz No.1
gs gs122 Data Communication and Computer Network
Online Quizzes
Sorting - MSD Radix Sort - Quiz No.1
gs gs122 Data Communication and Computer Network
Online Quizzes
Sorting - MSD Radix Sort - Quiz No.2
gs gs122 Data Communication and Computer Network
Online Quizzes