3 problems

Rigged Hilbert space conjecture. For empirical reasons, scattering phenomena are described by a pair of Rigged Hilbert Spaces.

Let $[... ]$ be the dense domain of finite-particle states generated by Schwartz test functions, contained in the Hilbert space $[... ]$. For a distribution $F[... ]$ such that…

Let ${\mathcal D}\subseteq {\mathcal H}\subseteq {\mathcal D}^\times$ be a rigged Hilbert space, and let ${\mathfrak L}({\mathcal D},{\mathcal D}^\times)$ denote the corresponding…