# A note on "Hamiltonian for the zeros of the Riemann zeta function"

## TL;DR

This paper clarifies the mathematical construction of a Hamiltonian operator related to the zeros of the Riemann zeta function, building on previous work to provide a rigorous foundation.

## Contribution

It provides a rigorous construction of the operator associated with the Riemann zeta zeros on a well-defined function space, clarifying prior heuristic approaches.

## Key findings

- Successfully constructs the operator on a well-defined function space
- Provides mathematical rigor to previous heuristic models
- Enhances understanding of the spectral approach to Riemann zeros

## Abstract

This brief note explicates some mathematical details of Phys. Rev. Lett. 118, 130201 (2017), by showing how a version of the operator of that paper can be rigorously constructed on a well-defined linear space of functions.