Huynh Hai Dang Vo

The Non-Linear Maier Matrix Topology: Geometric Gnomons, Hessian Amplification, and the Spectral-Geometric Resonance of the Riemann Zeros

We introduce a two-parameter array of polygonal gnomon numbers $A_{m,j}, W_{m,j}$ ($m,j \ge 1$) and study the family of explicit intervals $I_{m,j} = [A_{m,j}, A_{m,j}+W_{m,j}]$ it generates. In Part I we show that this array asymptotically exceeds the exponent threshold of the c...

The Non-Linear Maier Matrix Topology: Geometric Gnomons, Hessian Amplification, and the Spectral-Geometric Resonance of the Riemann Zeros

We introduce a two-parameter array of polygonal gnomon numbers $A_{m,j}, W_{m,j}$ ($m,j \ge 1$) and study the family of explicit intervals $I_{m,j} = [A_{m,j}, A_{m,j}+W_{m,j}]$ it generates. In Part I we show that this array asymptotically exceeds the exponent threshold of the c...