← Verkada Inc. Interview Insights
I knew the problem going in and still got tripped up on the tie-breaking logic.
Use a combination of a hash map for key-value storage and a frequency-based doubly linked list structure to achieve O(1) operations. Each frequency bucket contains a doubly linked list of keys with that frequency, ordered by recency. On access, move the key to the next frequency bucket; on eviction, remove the least recently used key from the lowest frequency bucket.
Pro tip: Mention that you can optimize memory by using a single doubly linked list for each frequency and reusing nodes, and discuss how to handle edge cases like updating an existing key or capacity zero. Also, briefly compare with LRU to show understanding of trade-offs.
Confirm that get and put must be O(1), and that eviction is based on least frequency, then least recent. Ask about cache size, key/value types, and concurrency if relevant.
Propose a hash map mapping keys to nodes, and a doubly linked list of frequency buckets. Each bucket contains a doubly linked list of keys with that frequency, ordered by recency.
For get, retrieve the node, update its frequency, and move it to the appropriate bucket. For put, insert or update the key, and if at capacity, evict the least frequent, least recent key.
Address updating existing keys, capacity zero, and maintaining min frequency pointer. Discuss potential memory optimizations and concurrency if needed.
Explain why operations are O(1) and discuss trade-offs compared to other eviction policies like LRU or FIFO.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.