Zhongqiang Liu

Critical Line Convexity: The Zeta-Gravity Metric and Geometric Structure of Zeta Zero Loci 临界线凸性与 ζ 引力度规:黎曼 ζ 函数的算术几何场理论

Abstract This paper puts forward a novel geometric framework centered on the Zeta-Gravity Metric to systematically investigate the distribution of non-trivial zeros of the Riemann zeta function. Two core discoveries are established: first, the Critical Line Convexity (CLC) proper...