The sorting logic is straightforward enough but the scale is the whole point.
Clarify the problem constraints first (e.g., number of queries, prefixes, and whether timestamps are unique). Then design a solution that preprocesses queries into a trie or sorted list to efficiently retrieve queries for each prefix, and for each prefix, aggregate frequencies and track earliest timestamps using a hash map. Finally, sort the results per prefix by descending frequency and ascending earliest timestamp.
Pro tip: Mention the trade-off between preprocessing all queries into a trie (O(total query length) time and space) versus sorting queries and using binary search for each prefix (O(Q log Q + P log Q) time). Also, discuss how to handle large-scale data if the dataset doesn't fit in memory, showing system design awareness.
Ask about input size, expected query/prefix counts, timestamp uniqueness, and whether queries can have multiple timestamps. Confirm output format and tie-breaking rules.
Decide between a trie (for efficient prefix matching) or sorting queries and binary search. Use a hash map to store per-query frequency and earliest timestamp.
Build the chosen data structure: insert all queries into a trie, or sort the list of queries lexicographically. Also compute frequency and earliest timestamp for each distinct query.
For each prefix, retrieve all matching queries using the data structure. For each matching query, collect its frequency and earliest timestamp.
For each prefix, sort the distinct queries by descending frequency, then by ascending earliest timestamp. Return the sorted list.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.