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A proof of the RH is provided. It is enabled by a combined integral and series
representation of Riemann’s meromorph Zeta function occuring in the symmetrical
form of his functional equation, (EdH) 1.6, 1.7, based on one of Milgram's integral and series representations, (MiM).
 Braun K., A proof of the Riemann Hypothesis.pdf |
August 2023
Christmas 2025 update
Some may wonder why this paper hasn't been published in a mathematical journal. Here is the reason, why:
Dear Author,
Thank you for submitting your article to the Math. Zeit.
We found that your article does not meet the high scientific standards of our journal and we decided not to accept it for publication in our journal. With our best regards,
Mathematische Zeitschrift
Main references
Edwards H. M., Riemann s Zeta Function |
(MiM) Milgram M. S., Integral and Series Representations of Riemann’s Zeta Function, … |
Some earlier related papers
Braun K., A toolbox to build a non-harmonic Fourier series based two-semicircle method.pdf |
Braun K., A Kummer function based Zeta function theory to prove the Riemann Hypothesis and the Goldbach conjecture, March 27, 2017 |
Braun K., A Kummer function based Zeta function theory to prove the Riemann Hypothesis and the binary Goldbach conjecture.pdf |
Braun K., A distributional way to prove the Goldbach conjecture leveraging the circle method, Jan 8, 2015.pdf |
Braun K., The Goldbach conjecture, a solution concept enabled by the alternative Zeta function theory |
Braun K., A new integral and series representation of the Zeta function to prove the Riemann Hypothesis |
Braun K., A simple Dirichlet series based proof of the Riemann Hypothesis.pdf |
Braun, K., The Kummer conjecture, p-th cyclotomic polynomials, the zeta function at odd integers, and all that ....pdf |
Braun K., Looking back, part A, (A1)-(A3) |
