A conjecture to prove Riemann hypothesis

F. Ghaboussi
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Abstract

In view of relations between Riemann hypothesis and quantum theory according to the Hilbert-Polya conjecture and further investigations its proof is important for quantum physics. I conjecture to prove Riemann hypothesis according to Riemann's saddle point method to derive zeta function. This is a direct method to prove Riemann hypothesis related with my previous topological approach to analytic number theory and Riemann hypothesis.
证明黎曼假设的猜想
根据希尔伯特-波利亚猜想和进一步的研究,鉴于黎曼假设与量子理论之间的关系,它的证明对量子物理学非常重要。我猜想根据黎曼的鞍点法来证明黎曼假设,从而推导出zeta函数。这是证明黎曼假设的直接方法,与我以前对解析数论和黎曼假设的拓扑方法有关。
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