Doesn't have to be something that is directly solvable in K-V lookup style:
"In neothorpic algebra words for seasons take the place of even integers and words for food take the place of odd integers, arithmetic generally works as usual. What can you tell me about the result of summer + cake in neothorpic algebra?"
Perhaps we could agree that you can get pretty far-- further than what people would have expected prior to LLMs-- with pretty dumb linguistic reasoning, and that that's mostly (or all) the LLM is doing.
But how confident can we really be that our thinking is categorically different? :P
But how confident can we really be that our thinking is categorically different?
I know that humans are doing more than interpolating, because at the rate we read and for the typical lifespan we have, we simply cannot ingest enough text to perform the sorts of tasks we perform by simple interpolation.
I also know that whatever our brains are doing, it isn't backpropagation, nor is it even remotely related to it. The inventor of backpropagation, Geoff Hinton, frequently points this out. Backpropagation is egregiously nonlocal.
"In neothorpic algebra words for seasons take the place of even integers and words for food take the place of odd integers, arithmetic generally works as usual. What can you tell me about the result of summer + cake in neothorpic algebra?"
Perhaps we could agree that you can get pretty far-- further than what people would have expected prior to LLMs-- with pretty dumb linguistic reasoning, and that that's mostly (or all) the LLM is doing.
But how confident can we really be that our thinking is categorically different? :P