Daniel Litt explains why research math, unlike chess, can't survive as a hobby
Kim64450675 · x · 2026-09-13
Daniel Litt elaborates on the practical meaning of his argument: chess works as a hobby partly because one can pick up the rules in an afternoon — hard to master, but easy to appreciate and enjoy. Research math over recent decades is not like this. That's why he believes elementary number theory and some combinatorics survive the AI era, while deep theories that can't be appreciated by hobbyists will die.
Related event: Tao and Litt Debate Whether Pure Math Becomes a Mere Hobby in the AI Era(7 posts)→
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