This repository contains a collection of data structures and algorithms implemented in various programming languages. It is designed to help learners understand key concepts through hands-on examples. Contributions and improvements are welcome!
WANT TO ADD QUESTION IN ARRAYS Folder "Maximum Sum Square SubMatrix : Given an N x N matrix, find a k x k submatrix where k <= N and k >= 1, such that sum of all the elements in submatrix is maximum. The input matrix can contain zero, positive and negative numbers" #845
Subject: Implementation of Maximum Sum Square SubMatrix using an Optimized Approach
Description:
This issue has been addressed by providing a solution to the problem of finding the submatrix with the maximum sum in a given 2D matrix of size N x N. The goal is to find the maximum sum of all possible square submatrices of a specified size within the matrix.
Key Points:
Problem Description: The task is to compute the maximum sum of a square submatrix of a given size in the input matrix. The solution efficiently calculates the sum of all possible submatrices and returns the maximum sum.
Solution Approach: The algorithm iterates through the matrix while calculating prefix sums, allowing for efficient calculation of the sum of any square submatrix in constant time. This optimized approach ensures that the problem is solved in a time-efficient manner, significantly reducing complexity.
Thank you for your time and consideration!
Please assign me to this task. It would be a valuable opportunity for me to contribute and further develop my problem-solving skills.
Hi @ajay-dhangar,
Subject: Implementation of Maximum Sum Square SubMatrix using an Optimized Approach
Description:
This issue has been addressed by providing a solution to the problem of finding the submatrix with the maximum sum in a given 2D matrix of size N x N. The goal is to find the maximum sum of all possible square submatrices of a specified size within the matrix.
Key Points:
Problem Description: The task is to compute the maximum sum of a square submatrix of a given size in the input matrix. The solution efficiently calculates the sum of all possible submatrices and returns the maximum sum.
Solution Approach: The algorithm iterates through the matrix while calculating prefix sums, allowing for efficient calculation of the sum of any square submatrix in constant time. This optimized approach ensures that the problem is solved in a time-efficient manner, significantly reducing complexity.
Thank you for your time and consideration!
Please assign me to this task. It would be a valuable opportunity for me to contribute and further develop my problem-solving skills.
I look forward to hearing from you!
Best regards,
@khurshed07
https://github.com/khurshed07