Palindrome Checker
Check if a word or phrase reads the same forwards and backwards. Supports batch mode and includes a famous palindromes reference.
How to Use the Palindrome Checker
- Check mode — Type or paste any word or phrase. The tool instantly shows whether it is a palindrome, displays the cleaned and reversed strings, and highlights matching character pairs.
- Batch mode — Paste a list of words or phrases (one per line) to check them all at once. Results appear in a table with pass/fail indicators.
- Famous Palindromes — Browse a reference list of well-known palindromes organized by type.
What Is a Palindrome?
A palindrome is a word, phrase, number, or sequence that reads the same forwards and backwards when you ignore spacing, punctuation, and capitalization. The term comes from the Greek "palindromos" (πᾰλίνδρομος) meaning "running back again." Single-word palindromes include "racecar," "level," "madam," "civic," "radar," and "rotator." Sentence palindromes — sometimes called semordnilaps or phonetic palindromes — include classics like "A man, a plan, a canal: Panama" and "Was it a car or a cat I saw?"
How Palindrome Detection Works
The algorithm is straightforward: (1) Remove all non-alphanumeric characters from the string, (2) Convert to lowercase, (3) Compare the cleaned string to its reverse. In code, the two-pointer technique is commonly used — starting a pointer at each end and moving them toward the center, comparing characters at each step. If any pair of characters does not match, the string is not a palindrome. The two-pointer approach runs in O(n) time and O(1) space. The sort-based approach requires O(n) space but is equivalent in correctness. This tool uses the reverse-and-compare method for clarity.
Palindromic Numbers
Palindromic numbers read the same in both directions: 121, 1331, 12321, 99, 11. They appear frequently in combinatorics and recreational mathematics. The problem of finding the next palindromic number after a given number is a common coding exercise. Palindromic primes (primes that are also palindromes) include 2, 3, 5, 7, 11, 101, 131, 151, 181, 191.
Palindromes in Computer Science
Palindrome problems are a staple of technical interviews and competitive programming. Common variants include: checking if a linked list is a palindrome (in O(n) time, O(1) space using the fast/slow pointer technique), finding the longest palindromic substring (Manacher's algorithm runs in O(n)), counting palindromic substrings, and generating all partitions of a string where every partition is a palindrome. These problems test understanding of two-pointer techniques, dynamic programming, and string manipulation. Related tools: Anagram Checker, Diff Checker.