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competitive-programming's Issues

Traversals , Height , mirror image and copy of Binary Tree

Many operations can be performed on a given binary tree which are useful in competitive programming problems . I am interested to implement pre-order , post-order and in-order traversal , finding height , mirror image and copy of a binary tree .

Kadane's Algorithm

Implementation of The Maximum Sub Array Sum Problem using Kadane's Algroithm in C++.

Prim's Algorithm

To implement greedy approach to find Minimum Spanning Tree for a graph

regarding java

There is less code support for java in this repo. Can I add it in java?

Such as Binary Search, Insertion sort, Trees and Graphs, etc.

Implementation of segment tree.

#finding queries based on range .
1.sum of range of queries.
2.min. in the range.
3. max in the query.
4. gcd of the range.
All queries in O(logn) and building time is O(n)

String Hashing.(C++)

Based on hash calculation of string.

1 .Calculation of hash (polynomial rolling hash function).
2 .Using hash calculated to Search for duplicate strings in an array of strings in O(nm+nlogn) time.

Based on hash calculation of substring.

  1. Pattern matching in a string in O(n) time (Rabin-Karp ).
  2. Calculating the number of different substrings of a string in O(n2 logn).
  3. Finding all sub-palindromes in O(N) .

Computing Euler Totient Function in sqrt(N)

Euler Totient function is a function that gives the number of coprime integers from 1 to N. This algorithm will compute the number of coprime integers for any given N in sqrt(N) time. I would like to work on this.

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