Which algorithm is used to find the longest palindrome?

Manacher’s Algorithm
Manacher’s Algorithm helps us find the longest palindromic substring in the given string. It optimizes over the brute force solution by using some insights into how palindromes work.

Which algorithm is used to find the longest palindromic substring in a string?

Manacher’s algorithm
In this article, we will talk about Manacher’s algorithm which finds Longest Palindromic Substring in linear time. One way (Set 2) to find a palindrome is to start from the center of the string and compare characters in both directions one by one.

What is Substr in Javascript?

substr() extracts length characters from a str , counting from the start index. If length is omitted, substr() extracts characters to the end of the string. If length is undefined , substr() extracts characters to the end of the string. If length is a negative number, it is treated as 0 .

Which of the following methods can be used to solve the longest subsequence problem?

Which of the following methods can be used to solve the longest common subsequence problem? Explanation: Both recursion and dynamic programming can be used to solve the longest subsequence problem.

What string is the longest contiguous sequence of the following string note not the number but the characters )?

Printing Longest Common Subsequence

What is the best way to find the longest palindromic substring?

The linear time algorithm by Manacher is the easiest and efficient way for finding Longest palindromic substring. You can easily find an article about it on internet,since it is quite common algorithm.

What is the longest palindromic sequence in dp12?

Longest Palindromic Subsequence | DP-12. Given a sequence, find the length of the longest palindromic subsequence in it. As another example, if the given sequence is “BBABCBCAB”, then the output should be 7 as “BABCBAB” is the longest palindromic subsequence in it. “BBBBB” and “BBCBB” are also palindromic subsequences of the given sequence,

Does the LCS ensure the subsequence will be a palindrome?

The LCS doesn’t ensure the subsequence will be a palindrome, you probably need to add this constraint. Anyway, the recurrence equation for LCS is a good starting point.

How to check if a string is palindrome or not?

To do this first, run three nested loops, the outer two loops pick all substrings one by one by fixing the corner characters, the inner loop checks whether the picked substring is palindrome or not. Time complexity: O (n^3).