Douglas F. Watson

collaborators

2 papers

math.GM2026

The Riemann $I^$ -function from primitive Markovian cycles II: Strip rigidity and divisor identification

Douglas F. Watson

We compare the Riemann $I^$ --function to a canonical real-entire reference family arising from the cycle Laplacian developed in Paper I. These spectral determinants have only real…

math.GM2026

The Riemann $I^$ -function from primitive Markovian cycles I: A canonical construction

Douglas F. Watson

Starting from finite, local, reversible Markov dynamics on discrete cycles, we construct a scaling-limit renormalized trace kernel admitting an exact theta-series representation. T…

The Riemann I^-function from primitive Markovian cycles II: Strip rigidity and divisor identification

The Riemann I^-function from primitive Markovian cycles I: A canonical construction

The Riemann $I^$ -function from primitive Markovian cycles II: Strip rigidity and divisor identification

The Riemann $I^$ -function from primitive Markovian cycles I: A canonical construction