- #1
josegarc
The main idea to prove RH through the HIlbert Polya conjecture , is
finding a Hamiltonian H=p^2 V(x) (QM) , so its energies are
precisely the imaginary parts of the Non-trivial zeros.
Using the Von Mangoldt formula for the Chebyshev function,
differentiating respect to x , and setting x=exp(u) we can get an
expression for the Trace of the operator exp(iuH).
Using the WKB expansion we can obtain an integral equation for V(x) .
www.wbabin.net/science/moreta1.pdf
To se the original manuscript published at the 'General Science
Journal'
If we consider that V. Mangoldt formula is completely correct, then
the proposed trace for exp(iuH) given at the paper is just the ONLY
possible one, the Nonlinear integral equation can be solved by
Numerical methods
finding a Hamiltonian H=p^2 V(x) (QM) , so its energies are
precisely the imaginary parts of the Non-trivial zeros.
Using the Von Mangoldt formula for the Chebyshev function,
differentiating respect to x , and setting x=exp(u) we can get an
expression for the Trace of the operator exp(iuH).
Using the WKB expansion we can obtain an integral equation for V(x) .
www.wbabin.net/science/moreta1.pdf
To se the original manuscript published at the 'General Science
Journal'
If we consider that V. Mangoldt formula is completely correct, then
the proposed trace for exp(iuH) given at the paper is just the ONLY
possible one, the Nonlinear integral equation can be solved by
Numerical methods