3 Matching Annotations
 Feb 2023


Axiom (Dynamics). There is a distinguished quantum observable, the Hamiltonian H. Time evolution of states ψ(t)〉 ∈ H is given by the Schr ̈odingerequationi~ ddt ψ(t)〉 = Hψ(t)〉 (1.1)

Axiom (States). The state of a quantum mechanical system is given by a nonzero vector in a complex vector space H with Hermitian inner product 〈·, ·〉.

Axiom (Quantum observables). The observables of a quantum mechanical system are given by selfadjoint linear operators on H.
