Authors analytically construct a state-dependent stochastic Hamiltonian whose Schrödinger evolution matches projective collapse on n-level systems and ground-state position measurement on a harmonic oscillator.
(3) where √ ⟨ψ (t)| ˆM† δt ˆMδt |ψ (t)⟩ serves merely as a normalization factor
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Describing the Wave Function Collapse Process with a State-dependent Hamiltonian
Authors analytically construct a state-dependent stochastic Hamiltonian whose Schrödinger evolution matches projective collapse on n-level systems and ground-state position measurement on a harmonic oscillator.