Berry Conjecture

*eljose*

Is "Berry Operator".... [tex] H=-i\hbar(x\frac{d}{dx}+1/2) [/tex]

the operator which give all the solutions of [tex] \zeta(1/2+iE_{n})=0[/tex] ?..it seems too easy to be true...

bchui

I have heard that Berry conjecture is related to fractional spheres. how could the two be related?

HallsofIvy

According to Wikipedia, that is a "longstanding conjecture". It also notes

Note that is symmetric but might have nontrivial deficiency indices, so while physicists define this operator to be Hermitian, mathematicians do not.

I didn't see anything there about "fractional spheres"!

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eljose	Berry Conjecture Tweet Is "Berry Operator".... [tex] H=-i\hbar(x\frac{d}{dx}+1/2) [/tex] the operator which give all the solutions of [tex] \zeta(1/2+iE_{n})=0[/tex] ?..it seems too easy to be true...

bchui	I have heard that Berry conjecture is related to fractional spheres. how could the two be related?