Manuscript Psy02-A@1 · Psy02-A.tex · section · d92ce402

A normalized stochastic reduction unraveling

A separately declared reduction model › A normalized stochastic reduction unraveling · lines 2418–2437

Psy02-A@1#eq:collapse-SDE

For a normalized initial vector, specify the stochastic law

d ψ_{s} = [- \frac{i H}{ℏ} d s - \frac{1}{2} α \sum (L_{α} - m_{α} (s) 1)^{2} d s] ψ_{s} + α \sum (L_{α} - m_{α} (s) 1) ψ_{s} d W_{α} (s), m_{α} (s) = ⟨ ψ_{s} ∣ L_{α} ∣ ψ_{s} ⟩ .

Displayed formulas in this passage

Psy02-A@1#eq:collapse-SDE · line 2421
$d ψ_{s} = [- \frac{i H}{ℏ} d s - \frac{1}{2} α \sum (L_{α} - m_{α} (s) 1)^{2} d s] ψ_{s} + α \sum (L_{α} - m_{α} (s) 1) ψ_{s} d W_{α} (s), m_{α} (s) = ⟨ ψ_{s} ∣ L_{α} ∣ ψ_{s} ⟩ .$