My first instinct was anagram grouping and I almost went down that path before catching myself.
Clarify the problem and edge cases, then propose a hash map solution where each word is transformed into its digit sequence and used as a key to group words. Discuss time and space complexity, and consider follow-up optimizations or variations.
Pro tip: Demonstrate strong communication by walking through a concrete example (e.g., ['cat', 'bat', 'tree']) and explicitly handling edge cases like empty input or words with non-alphabetic characters. This shows attention to detail and real-world robustness.
Ask about input size, character set (only lowercase letters?), and whether groups should be returned as lists or any specific order. Confirm that words mapping to the same sequence should be grouped together.
Create a mapping from each letter to its corresponding digit. For each word, compute its digit sequence by concatenating the mapped digits. Use a hash map to group words by their digit sequence.
State that time complexity is O(N * L) where N is number of words and L is average word length, and space complexity is O(N * L) for storing the groups. Mention edge cases: empty list, single word, words with same sequence but different lengths, and non-alphabetic characters.
Write clean code (e.g., in Python) using a dictionary. Test with a small example like ['cat', 'bat', 'tree'] to verify grouping. Discuss potential optimizations like using a trie or precomputed mappings for large datasets.
Consider follow-up questions: How would you handle streaming input? What if the mapping changes? Compare hash map approach with sorting-based grouping (O(N log N * L)) and explain why hash map is preferred.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.