## Closed-Form Solution for the Nontrivial Zeros of the Riemann Zeta Function

**Authors:** Frederick Moxley

In the year 2017 it was formally conjectured that if the Bender-Brody-M\"uller (BBM) Hamiltonian can be shown to be self-adjoint, then the Riemann hypothesis holds true. Herein we discuss the domain and eigenvalues of the Bender-Brody-M\"uller conjecture. Moreover, a second quantization of the BBM Schr\"odinger equation is performed, and a closed-form solution for the nontrivial zeros of the Riemann zeta function is obtained. Finally, it is shown that all of the nontrivial zeros are located at $\Re(z)=1/2$.

**Comments:** 15 Pages.

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### Submission history

[v1] 2017-04-08 14:03:01

[v2] 2017-04-09 09:26:07

[v3] 2017-04-09 13:08:56

[v4] 2017-04-10 02:23:55

[v5] 2017-04-10 10:53:56

[v6] 2017-04-10 17:21:08

[v7] 2017-04-11 09:55:38

[v8] 2017-04-12 02:44:54

[v9] 2017-04-12 16:55:12

[vA] 2017-04-25 23:28:28

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