* @param root: The root of the binary search tree. * @param A: A TreeNode in a Binary. * @param B: A TreeNode in a Binary. * @return: Return the least common ancestor(LCA) of the two nodes.

This repo contains codes for algorithms such as binary search, Fibonnaci Numbers, Palindromes and their properties, Divide & Conquer Algorithms (Quick Sort, MergeSort, etc.), Data Structures such as ...

One of the most famous examples of divide and conquer algorithms is merge sort, a fast and stable sorting algorithm that works by splitting an array of elements into two halves, sorting each half ...

The objective of this course is to introduce students to data structures (linked lists, binary search trees, hash tables), Abstract Data Types (Stacks, Queues, Maps, Sets, Graphs), algorithms (sorting ...

Abstract: We propose a divide and conquer algorithm for the single resolution encoding ... We introduce a novel data structure for triangle mesh connectivity encoding, a binary tree with positive ...

Since the recursive stack is a fully binary tree in this algorithm, the merge operations on the nodes in each layer of the binary tree can be performed synchronously. In this data-parallel computation ...

Karatsuba’s “divide-and-conquer” multiplication algorithm has its roots in a method that Carl Friedrich Gauss (1777-1855) introduced involving the multiplication of complex numbers.