descriptive claim
Noam Brown says mathematical problem-solving is quite parallelizable, although it is not maximally parallelizable.
Noam Brown · Noam Brown – Agent swarms, alignment, & recursive self-improvement · 17 Sep 2026
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The transcript segments this claim was taken from
“So math,”
“for example, is quite parallelizable. It's not the most parallelizable thing,”
“but it is very parallelizable.”4:24Report a misattribution
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