“…[131,132,133] -see also e.g. [67,70,86,119,120,121]) and sketch some formulas for a simple Euclidean metric where ∆ = (∂/∂x i ) 2 . Then ψ(t, x) = exp[R(t, x) + iS(t, x)] satisfies a SE i∂ t ψ + (1/2)∆ψ + ia(t, x) · ∇ψ − V (t, x)ψ = 0 ( = m = 1)) if and only if where the creation and annihilation term c(t, x, φ) is given via…”