Aditya Verma

Giveaway of 2000 INR To The Community | Aditya Verma

Count Occurrences Of Anagrams | Sliding Window

2 NGR | Nearest Greater to right | Next Largest Element

13 Find position of an element in an Infinite Sorted Array

3 Binary Search on Reverse Sorted Array

10 Find Floor of an element in a Sorted Array

Josephus Problem | Game of Death in a circle | Execution in Circle

Minimum Window Substring | Variable Size Sliding Window

20 Sudoku Solver | Part 1

13 Cycle Detection | Graph

5 Graph Traversal | Graph

10 Steps by Knight | Graph

Giveaway of 2000 INR To The Community | Aditya Verma

15 Word Break | Part 1

Largest Subarray of sum K | Part2

19 N Queens | Part 2

14 Print all possible Palindromic partitions

3 Graph Implementations | Graph

Variable Size Sliding Window General Format

10 Largest number in K swaps Code and Time Complexity

How To Solve Any Coding Problem In Your Interview Part 1 | Time Management | Experience And Mistakes

Pick Toys | An Interesting Sliding Window Problem

Longest Substring With Without Repeating Characters | Variable Size Sliding Window

9 Find if path exists | Code | Graph

Aishwarya Rai and Graph

7 Depth-First Search | Graph

5 Backtracking Problems

4 Generalization of Backtracking

9 Largest number in K swaps

2 Types of graphs | Graph

11 Steps by Knight | Graph | Code

21 Sudoku Solver | Part 2

8 Find if path exists | Graph

Is Aditya Verma dead? Channel hijacked?

2 Basics of Backtracking

12 Reorder routes | Graph

6 Permutation of Strings | Simple Recursion

3 Identification of Backtracking Problems

11 N Digit numbers with digits in increasing order

Longest Substring With K Unique Characters | Variable Size Sliding Window

14 Cycle Detection In Undirected Graph Using DFS | Graph

Variable Size Sliding Window | Largest Subarray of sum K | Part1

16 Word Break | Part 2

6 Breadth First Search | Graph

13 Rat in a Maze Problem Code

How To Debug Your Code | How To Solve Any Coding Problem In Your Interview Part 3

1 Backtracking Course Overview

17 Letter Combinations of a Phone Number

1. Graph Introduction and Course Overview | Graph

12 Rat in a Maze Problem

18 N Queens | Part 1