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by api
2367 days ago
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It's many orders of magnitude larger than 40 watts * 5 seconds. :) I have a running bet with some friends that one of the following is true: (1) The brain is somehow leveraging quantum computing to achieve polynomial or square root acceleration on combinatorial search and optimization problems. (2) P=NP and there exist polynomial time classical algorithms for these problems. (3) The naturalistic hypothesis fails and intelligence is somehow "supernatural" and does things that cannot be described or modeled within the confines of physical space-time. I cannot think of any alternative that can possibly explain how the brain can do what it does on ~40 watts. Everything we have learned to date argues that intelligence and cognition involves a whole lot of massive combinatorial problems that can't possibly be performed classically on so little power. |
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(2) seems possible, but highly unlikely.
(1) seems the most probable of the three options, and although I believe we have found evidence that biological systems exploit quantum effects in some instances, there doesn't seem to be any indication that brains (human or otherwise) use quantum effects for computation.
The thing that you seem to be discounting is that the bulk of the work has already been pre-computed. Our brains can do what they do in 5 seconds * 40 watts because they have been "designed" to do so via billions of years of evolution. In ML terms, the training stage has already happened by the time your brain starts thinking, it is simply doing inference at that point.