The simplex structure of the classical states of the quantum harmonic oscillator
It is shown that the convex set of classical states of the quantum harmonic oscillator is a simplex generated as the closed convex hull of the coherent states in the weak topology of the Banach space of trace class operators.
convex set of classical states of the quantum harmonic oscillator
weak topology of the Banach space of trace class operators
scientific article; zbMATH DE number 3990484