C++ Matrix DP | Maximum Increasing Cells in Row & Column | LeetCode Solution

C++ Matrix DP | Maximum Increasing Cells in Row & Column | LeetCode Solution

Given an m x n integer matrix, you can move from a cell to any other cell in the same row or column with a strictly greater value. Find the maximum number of cells you can visit starting from any cell." This problem combines matrix DP, sorting, and row/column optimization techniques, and is commonly asked in competitive programming and coding interviews. ✅ What you’ll learn in this video: Problem explanation with examples Sorting and processing matrix cells in increasing order Dynamic programming with rowMax and colMax arrays Efficient handling for large matrices (m* 10^5) Step-by-step C++ implementation Time and space complexity analysis 📂 Topics Covered: Matrix Dynamic Programming in C++ Longest Increasing Path Problems Row & Column Optimization Coding Interview Preparation Competitive Programming Techniques #Cpp #MatrixDP #LongestIncreasingPath #DSA #LeetCode #CompetitiveProgramming #Programming #CodeWithMe #PlacementPreparation #CodingTheoryGuru