In this article, we will discuss the Longest Palindromic Substring problem, a popular question on platforms like LeetCode. We will follow detailed instructions to solve the problem by writing effective Java code. Let's dive in!
Step 1: Initialize Variables
First, we need to initialize two variables: start
and length
.
start = -1
length = 0
These will help in tracking the starting index and the length of the longest palindromic substring we find.
Step 2: Create the Longest Palindrome Method
Next, we'll create a method called longestPalindrome
and pass the input string to it.
public String longestPalindrome(String s) (
int start = -1;
int length = 0;
// Call a helper method that explores potential palindromes
explorePalindrome(s, s.length() / 2, 0);
// Return the result if needed, based on how you implemented explorePalindrome
return s.substring(start, start + length);
)
In this method, we reset start
and length
to their initial values and call a helper method explorePalindrome
that will iterate through the string.
Step 3: Implement the Explore Method
We will write the explorePalindrome
function to explore and find the longest palindromic substring:
private void explorePalindrome(String s, int center, int currentLen) (
// Logic to explore and find the palindrome
// Update 'start' and 'length' accordingly
)
Step 4: Return Statement
Finally, after processing the string with the helper methods, we need to check if the result is null
or non-existent, and handle it appropriately.
if (start == -1) (
return "";
) else (
return s.substring(start, start + length);
)
This is a high-level approach for solving the Longest Palindromic Substring problem in Java. By following this structure, you can methodically break down the problem and solve it efficiently.
Q1: What is the purpose of initializing start
to -1 and length
to 0?
A1: Initializing start
to -1 and length
to 0 helps in setting the base case for tracking the starting index and length of the longest palindromic substring initially, before exploring the string.
Q2: Why do we need an explorePalindrome
helper method?
A2: The explorePalindrome
method allows us to modularize the logic for identifying palindromic substrings, making the code cleaner and easier to debug.
Q3: How is the final result constructed and returned?
A3: After identifying the longest palindromic substring, we use the substring
method of the string class to extract and return the relevant portion of the original string.
Q4: What happens if no palindromic substring is found?
A4: If no palindromic substring is found, the start
variable will remain -1, and in that case, we return an empty string.
Q5: Can this method handle edge cases like empty strings or strings of length 1?
A5: Yes, the initialization and checks ensure that edge cases like empty strings or single-character strings are handled appropriately. If the string is empty, we return an empty string as the result.
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