4 ms·

> "LLM Bloom filter" very good way to put it.

• lxgr 11d ago
  It's not a great analogy, since Bloom filters are guaranteed to not have any false negatives, only false positives. That property would be very useful here, but I don't see how it would be achievable using LLMs.
  • dominotw 11d ago
    still a great analogy even if not techincally equivalent
    • maxboone 11d ago
      "a filter" is an even better analogy because it is also technically correct
      • dominotw 11d ago
        thats not a analogy, its just a description