Divide-and-conquer is a top-down technique for designing algorithms that consists of dividing the problem into smaller subproblems hoping that the solutions of the subproblems are easier to find and then composing the partial solutions into the solution of the original problem.
What is the difference between Divide and Conquer Algorithms and Dynamic Programming Algorithms? How are the two terms different? I …
algorithm dynamic-programming divide-and-conquerThis is a homework question. They say it takes O(logN + logM) where N and M are the arrays lengths. …
arrays algorithm binary-search divide-and-conquerHow to optimally divide an array into two subarrays so that sum of elements in both subarrays is same, otherwise …
arrays algorithm divide-and-conquerI'm writing a merge sort function, and right now I am just using a test case array (there is no …
c++ arrays sorting mergesort divide-and-conquerIn my Algorithms and Data Structures class a first divide-and-conquer algorithm namely merge sort was introduced. While implementing an algorithm …
performance algorithm big-o divide-and-conquerI was asked if a Binary Search is a divide and conquer algorithm at an exam. My answer was yes, …
algorithm data-structures computer-science binary-search divide-and-conquerFor master's theorem T(n) = a*T(n/b) + f(n) I am using 3 cases: If a*f(n/b) = …
algorithm big-o divide-and-conquer master-theoremI'm having a bit of trouble with divide and conquer algorithms and was looking for some help. I am attempting …
c++ arrays algorithm recursion divide-and-conquerI'm trying to shuffle a linked list using a divide-and-conquer algorithm that randomly shuffles a linked list in linearithmic (n …
algorithm linked-list shuffle divide-and-conquerI have read everywhere that for divide and conquer sorting algorithms like Merge-Sort and Quicksort, instead of recursing until only …
algorithm sorting quicksort mergesort divide-and-conquer