This work presents an ontological parallel between the Riemann Hypothesis and the triadic framework of Triadic Mesh Dynamics (TMD). It does not attempt to provide a mathematical proof or a physical interpretation of the zeta function. Instead, it highlights structural similarities between mathematical features such as the critical line, nontrivial zeros, and the hidden rhythm of prime numbers, and the universal archetype of balance formulated within TMD. The study illustrates how both approaches—one moving from phenomena toward principle, the other from principle toward phenomena—encounter the same structural motif from opposite directions. The text serves as a conceptual stepping stone toward broader ontological applications of TMD.
Aleš Kováč (Thu,) studied this question.