I suppose depending on your point of view, LLMs either can't hallucinate, or that's all they can do.
I suppose depending on your point of view, LLMs either can't hallucinate, or that's all they can do.
Empirically, this cannot be true. If it were, it would be statistically shocking how often models coincidentally say true things. The training does not perfectly align the model with truth, but 'orthogonal' is off by a minimum of 45 degrees.
> The training does not perfectly align the model with truth, but 'orthogonal'
Nitpicky, but the more dimensions you have, the easier it is for almost everything to be orthogonal. (https://softwaredoug.com/blog/2022/12/26/surpries-at-hi-dime...) That's why averaging embeddings works.
If you add two vectors that don't have a truth component (ie. are orthogonal to the truth), the resulting vector should be no closer to the truth. If you start with random weights and perform some operation on them such that the new weights have a higher likelihood of producing true statements, the operation must not have been orthogonal to the truth. Am I wrong there?
That's due to the reward function / environment. But even outside extremes like North Korea, lots of education environments value conformity over independent analysis.
Why do you care so much about this particular issue? And why can’t hallucination be something we can aim to improve?