We introduce a new variational characterization of Gaussian diffusion processes as minimum uncertainty states. We then define a variational method constrained by kinematics of diffusions and Schrodinger dynamics to seek states of local minimum uncertainty for general non-harmonic potentials.
Stochastic variational approach to minimum uncertainty states
ILLUMINATI, Fabrizio;
1995-01-01
Abstract
We introduce a new variational characterization of Gaussian diffusion processes as minimum uncertainty states. We then define a variational method constrained by kinematics of diffusions and Schrodinger dynamics to seek states of local minimum uncertainty for general non-harmonic potentials.File in questo prodotto:
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