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102 points isaacfrond | 1 comments | | HN request time: 0.204s | source
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nomilk ◴[] No.41850289[source]
How do mathematicians come to focus on seemingly arbitrary quesrions:

> another asks whether there are infinitely many pairs of primes that differ by only 2, such as 11 and 13

Is it that many questions were successfully dis/proved and so were left with some that seem arbitrary? Or is there something special about the particular questions mathematicians focus on that a layperson has no hope of appreciating?

My best guess is questions like the one above may not have any immediate utility, but could at any time (for hundreds of years) become vital to solving some important problem that generates huge value through its applications.

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1. dullcrisp ◴[] No.41855465[source]
If you wonder my mathematicians are so obsessed with the prime numbers, you can think of them as one of the most fundamental mathematical patterns—arising from the interplay of addition and multiplication—that we are just barely skimming the surface of understanding.

You could almost equally ask why physicists are so obsessed with elementary particles.