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Solution: Palindrome Pairs

Explore how to identify all palindrome pairs in an array of unique strings by leveraging the Trie data structure. Learn three key cases to detect palindrome formations and implement an efficient solution with clarity on time and space complexities.

Statement

You are given a 0-indexed array of unique strings called words.

A palindrome pair is defined as a pair of indexes (i, j) where both i and j are within the valid range of the list of words (that is, 00 \leq i, j << words.length), and i is not equal to j. The key condition is that when the word at index i is concatenated with the word at index j (forming words[i] + words[j]), the resulting string must be a palindrome.

Your task is to return all valid palindrome pairs as a list of index pairs.

Additionally, your solution must have a time complexity of O(sum ofO(\text{sum of} words.length)).

Constraints:

  • 11 \leq words.length 1000\leq 1000

  • ...