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Never underestimate the power of mathematics. On the other hand, a lot of mathematical breakthroughs in the history are not found by people doing mathematics bu
by ontouchstart 7mo ago
Never underestimate the power of mathematics. On the other hand, a lot of mathematical breakthroughs in the history are not found by people doing mathematics but in physics and engineering. Calculus, statistics, information theory, etc.
Even for computer science, take a look at Turing Award from 1966 [0], we will see how short sighted we are if we only follow the trend. Time will tell and smart people will find new path.
[0]: https://amturing.acm.org/byyear.cfm https://amturing.acm.org/byyear.cfm
- jebarker 7mo agoI have a background in mathematics, I believe in mathematics, but I don't believe in blind faith. Physics gave us statistical mechanics precisely because it's impossible to measure, model and predict the behavior of every individual particle in real-world systems. My gut feeling is that a mathematical theory of LLMs is more likely to look like statistical mechanics than something that tames chaos. That certainly doesn't mean that theory wont't open new doors though that we haven't currently thought of.
- ontouchstart 7mo agoMy point is that new mathematics will eventually come out of this mess. [0] [0] https://youtu.be/2Op3QLzMgSY?t=75 https://youtu.be/2Op3QLzMgSY?t=75