## What is the time complexity of palindrome?

The time complexity to check if a number is a palindrome or not is O(log10(n)). Because we are dividing the number by 10 in every iteration. So the time complexity can be said is equal to the number of digits in a number.

## What is a palindromic partition?

Given a string, a partitioning of the string is a palindrome partitioning if every substring of the partition is a palindrome. If a string is a palindrome, then minimum 0 cuts are needed. If a string of length n containing all different characters, then minimum n-1 cuts are needed.

**What is time complexity analysis?**

Time complexity is the amount of time taken by an algorithm to run, as a function of the length of the input. It measures the time taken to execute each statement of code in an algorithm.

**Is palindrome Big O?**

It’s just O(N).

### How do I partition a string?

The partition() method searches for a specified string, and splits the string into a tuple containing three elements. The first element contains the part before the specified string. The second element contains the specified string. The third element contains the part after the string.

### What is a Semidrome?

: a roof or ceiling covering a semicircular or nearly semicircular room or recess.

**What is space time complexity?**

Time complexity is a function describing the amount of time an algorithm takes in terms of the amount of input to the algorithm. Space complexity is a function describing the amount of memory (space) an algorithm takes in terms of the amount of input to the algorithm.

**What is space complexity of the program?**

The space complexity of an algorithm or a computer program is the amount of memory space required to solve an instance of the computational problem as a function of characteristics of the input. It is the memory required by an algorithm until it executes completely.

## How do you know if a palindrome is O 1?

Check if the characters in a string form a Palindrome in O(1) extra space in Python

- if str[i] is lower case alphabet, then. index := i.
- return index.
- From the main method do the following:
- left := 0, right := size of str – 1.
- flag := True.
- for i in range 0 to size of str, do. left := first_letter_index(str, left, right)

## What is the difference between partition and split?

The answer is – partition() just splits the string into two parts, given the delimiter. It splits exactly into two parts (left part and right part of the specified delimiter). The output returns a tuple of the left part, the delimiter, and the right part. Note: There is no default argument.

**What is the use of partition in string?**

Definition and Usage The partition() method searches for a specified string, and splits the string into a tuple containing three elements. The first element contains the part before the specified string.

**How do you recursively check if a string is a palindrome?**

Algorithm for Recursive Palindrome Check

- Call the function “palindrome_check” from the main body. See also.
- If the length of the string is 1, return True.
- Else, compare the first and last characters and check them.
- If both char are the same then apply recursion to the remaining sub-string.
- Else return False;

### When is a partition of a string a palindrome?

Given a string, a partitioning of the string is a palindrome partitioning if every substring of the partition is a palindrome. For example, “aba|b|bbabb|a|b|aba” is a palindrome partitioning of “ababbbabbababa”. Determine the fewest cuts needed for palindrome partitioning of a given string.

### How is the runtime of a palindrome calculated?

The, O (N^2) for finding minimum number of cuts. Since the outer loop runs over the complete length of the string and the inner loop runs from 0 to i-1. Thus, making runtime a total of O (N^2). Even though our cuts array is now single-dimensional, our isPalindrome is still a 2D array.

**What’s the minimum number of cuts in a palindrome?**

If the string itself is a palindrome, the minimum number of cuts will be 0. If all the characters of a string of length ‘n’ are distinct, the minimum number of cuts will be ‘n-1’. If our string is a palindrome, we return 0 else we recursively create cuts at all possible places and compute the minimum cost amongst them.

**How to define a constraint for a palindrome?**

Constraint: Define a constraint that must be satisfied by the chosen candidate. In this case, the constraint is that the string must be a palindrome. Goal: We must define the goal that determines if have found the required solution and we must backtrack. Here, our goal is achieved if we have reached the end of the string.