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Tag: simplicial compleses
Home Posts tagged "simplicial compleses"

Tag: simplicial compleses

A Dyadic Riemann hypothesis
discrete geometry, ergodic theory, Graph theory, quantum calculus, zeta functions

A Dyadic Riemann hypothesis

By oliverknill January 3, 2018 April 13, 2018  dyadic group, simplicial compleses, zeta function

When replacing the circle group with the dyadic group of integers, the Riemann zeta function becomes an explicit entire function for which all roots are on the imaginary axes. This is the Dyadic Riemann Hypothesis.

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