← Bloomberg Interview Insights
This one tripped me up more than I expected.
Start by clarifying the memory budget and the definition of a 'word' (token). Then estimate per-entry storage cost by considering the data structure (e.g., hash table, trie) and the size of each entry (token string, frequency, pointers). Finally, discuss how vocabulary grows over time and propose strategies like pruning, quantization, or external storage to keep memory bounded.
Pro tip: Quantify with concrete numbers: e.g., assume 1 million words, average 10 bytes per word, 4 bytes for frequency, and 8 bytes for pointers, leading to ~22 MB; then scale to the given budget. This shows practical estimation skills.
Ask about the memory budget, whether it's for a single model or distributed, and what 'distinct words' means (tokens vs. words). Confirm if we need to store only the vocabulary or also associated statistics.
Break down the cost: token string (average length), frequency count, and any pointers or metadata. Consider the data structure overhead (e.g., hash table load factor, trie node overhead).
Divide the memory budget by the per-entry cost to get a rough upper bound. Adjust for overhead and fragmentation. Provide a range (e.g., 1M-10M words) based on different assumptions.
Explain that new words appear as the model encounters new data. Without bounds, vocabulary grows indefinitely, increasing memory usage and potentially degrading performance due to rare words.
Suggest techniques like frequency-based pruning (keep top-K words), subword tokenization (BPE, WordPiece), quantization (e.g., 8-bit counts), external storage (disk-based hash maps), and dynamic eviction (LRU).
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.