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I didn't know problems in mathematics were subject to some lattice giving a definition of "biggest". Hilbert posed several nifty problems over 100 years ago, i
by jjtheblunt 2y ago
I didn't know problems in mathematics were subject to some lattice giving a definition of "biggest".
Hilbert posed several nifty problems over 100 years ago, including pithy cool ones not unlike Riemann's zeroes.
https://en.wikipedia.org/wiki/Hilbert%27s_problems https://en.wikipedia.org/wiki/Hilbert%27s_problems
[ edited for my own typos ]
- math_dandy 2y agoIn my mind, the justification for referring to RH as the “biggest” open problem in mathematics is its importance in numerous fields of mathematics. It’s hard to take three steps in analytic number theory without running into Riemann. Zeta functions — and with them RH — have transcended number theory and are fundamental objects of study in other mathematical fields, most prominently representation theory and the Langlands Program.
- bawolff 2y agoOn the scale of clickbait headlines this is pretty minor. Riemann hypothesis is an important problem that has gathered a lot of attention over an extended period of time. Is it the biggest? Whose to say. It is at least up there in the list of major open problems. Its not like its an obscure problem by any means.
- qarl 2y agoYour complaint here is that vernacular English ("biggest") isn't as precise as mathematics?
- jjtheblunt 2y agoit was a joke. i get english just fine, am a native speaker, with a pure math degree.
- qarl 2y agoI'm not criticizing your skill with English. I'm criticizing your surprise that English isn't as precise as mathematics.
- eindiran 2y agoThat Wiki page even has a section about the RH: > The Riemann hypothesis is noteworthy for its appearance on the list of Hilbert problems, Smale's list, the list of Millennium Prize Problems, and even the Weil conjectures, in its geometric guise. Although it has been attacked by major mathematicians of our day, many experts believe that it will still be part of unsolved problems lists for many centuries. Hilbert himself declared: "If I were to awaken after having slept for a thousand years, my first question would be: Has the Riemann hypothesis been proved?"