"Princeton University and the 'Mathematical Yearbook' hereby announce that Dr. Qiao Yu's paper 'Proof of the Riemann Conjecture Based on a Generalized Modal Axiomatic System' has completed rigorous peer review and has been accepted for publication."
After a thorough two-month review process, feedback from a team of 12 leading international mathematicians and related academic networks has confirmed that the proof proposed in the paper is entirely correct and coherent.
This paper provides a solution to the Riemann Conjecture, a core problem in the mathematical community for nearly two centuries, marking a milestone achievement in the history of mathematics.
Dr. Qiao Yu's paper presents a new mathematical framework that transcends the boundaries of traditional number theory and logic. It utilizes a Generalized Modal Axiomatic System to construct a formal semantics, logically proving the symmetry and distribution pattern of the nontrivial zeros of the Riemann Zeta Function.
