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> The largest LLM was ibm’s tangora model back in the 1980s. 8 trillion params. As far as I can tell, this comes from a typo in a 1992 paper? https://aclanthol
by creatonez 3y ago
> The largest LLM was ibm’s tangora model back in the 1980s. 8 trillion params.
As far as I can tell, this comes from a typo in a 1992 paper? https://aclanthology.org/J92-4003.pdf https://aclanthology.org/J92-4003.pdf Does it mean the space of possible inputs is 8 trillion?
- gwern 3y agoIt's an n-gram model so it can easily have as many parameters as you want to store. Skimming it, I think the '8 trillion parameters' here means '8 trillion trainable n-gram parameters but it's very sparse and most of them are simply defined by omission to be a small constant like epsilon due to not being represented in the training data at all and so suffering from the 0-count problem'. (Old problem - even Turing and Good spent a lot of time discussing how to handle 0s in contingency tables because that happens a lot in cryptography!)
- IshanMi 3y agoI think the 8 trillion parameters is accurate- Tangora is an N-gram model with a vocab size of 20,000 words and N = 3. Parameters for an N-gram model = V^(N-1) * (V-1) Plugging in V=20,000 words and N = 3 for Tangora, you'd get 7.9996E12. Most of the parameters are likely zero or close to it because many 3-grams are possible but not likely to occur. (However the aggregate probability of all 3-grams is substantial and thus they have to be included.)