- #1
jostpuur
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- 19
Wikipedia article Hilbert-Polya conjecture has a link to an article H=xp and the Riemann zeros by Berry & Keating. They mention that the number of energy levels below given [itex]E[/itex] could be counted by computing the area enclosed by the contour [itex]H(x,p)=E[/itex] in the phase space. What is that all about? Does there exist some theorem concerning this? Can it be justified easily? What information sources are there about this?