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README.md

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Singly Linked List.
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        a.Add Two Numbers Represented By Linked List.
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        b.Bubble Sort in Linked List
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        c.Merge Sort in Linked List
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        d.Merge Sorted Linked List
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        e.Reverse a singly Linked List with or without using stack
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        Add Two Numbers Represented By Linked List.
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        Bubble Sort in Linked List
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        Merge Sort in Linked List
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        Merge Sorted Linked List
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        Reverse a singly Linked List with or without using stack
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Doubly Linked List.
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Circular Linked List.
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        a.Sorted Insert
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        Sorted Insert
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Stack using array and Linked List.
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Sorting:
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        a.Bubble Sort
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        b.Heap Sort
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        c.Insertion Sort
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        d.Merge Sort
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        e.Quick Sort
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        f.Selection Sort
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        Bubble Sort
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        Heap Sort
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        Insertion Sort
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        Merge Sort
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        Quick Sort
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        Selection Sort
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Binary Search Tree
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        a.Insertion
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        b.Deletion
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        c.Preorder traversal
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        d.Inorder traversal
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        e.Postorder traversal
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        f.Level order traversal
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        g.Find Height of a Binary Search Tree
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        h.Check if a Tree is Binary Search Tree or not(2 methods)
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        i.Find Max and Min element in Binary Search Tree
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        Insertion
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        Deletion
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        Preorder traversal
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        Inorder traversal
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        Postorder traversal
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        Level order traversal
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        Find Height of a Binary Search Tree
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        Check if a Tree is Binary Search Tree or not(2 methods)
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        Find Max and Min element in Binary Search Tree
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AVL trees
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Red Black Trees
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        a.Insertion
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        b.Deletion
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        Insertion
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        Deletion
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Tries
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        a.Insert
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        b.Delete
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        c.Search
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        Insert
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        Delete
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        Search
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Graphs
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Greedy Algorithms
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        a.Activity Selection Problem.
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        b.Kruskal’s Minimum Spanning Tree Algorithm
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        c.Dijkstra's algorithm for single source shortest paths
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        d.Minimize Lateness problem
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        e.Huffman Coding
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        Activity Selection Problem.
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        Kruskal’s Minimum Spanning Tree Algorithm
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        Dijkstra's algorithm for single source shortest paths
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        Minimize Lateness problem
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        Huffman Coding
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Dynamic Programming
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        a.Rod Cutting Problem
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        b.Knapsack Problem
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        c.Fibonnaci Numbers
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        Rod Cutting Problem
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        Knapsack Problem
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        Fibonnaci Numbers
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Strings, Sets

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