A Motivic-Cohomological Approach to the Riemann Hypothesis

This paper proposes a motivic and cohomological framework for understanding the Riemann Hypothesis. By introducing a hypothetical motive M_ζ with an endomorphism F and an involution ι that anticommute, the author derives a spectral symmetry implying the Riemann Hypothesis. The approach builds on dualities and functorial structures within pure motives.