<--- Back to Details
First PageDocument Content
Partial differential equations / Symplectic geometry / Dynamical systems / Schrödinger equation / De Broglie–Bohm theory / Schrödinger field / Hamilton–Jacobi equation / Quantum potential / Stationary state / Physics / Quantum mechanics / Hamiltonian mechanics
Date: 2005-01-18 19:09:00
Partial differential equations
Symplectic geometry
Dynamical systems
Schrödinger equation
De Broglie–Bohm theory
Schrödinger field
Hamilton–Jacobi equation
Quantum potential
Stationary state
Physics
Quantum mechanics
Hamiltonian mechanics

Add to Reading List

Source URL: users.ox.ac.uk

Download Document from Source Website

File Size: 270,24 KB

Share Document on Facebook

Similar Documents

Hamilton-Jacobi Equations on Networks Alfonso Sorrentino Introduction Over the last years there has been an increasing interest in the study of the Hamilton-Jacobi (HJ) equation on networks and related problems.

DocID: 1uSJG - View Document

On the geometry of the Hamilton-Jacobi equation for generating functions Miguel Vaquero Instituto de Ciencias Matem´ aticas, CSIC, Spain

DocID: 1siqs - View Document

Mathematical analysis / Theoretical physics / Differential topology / Hamiltonian mechanics / Symplectic geometry / Differential equations / Partial differential equations / Contact geometry / Differential geometry of surfaces / HamiltonJacobi equation / Tangent bundle / Tautological one-form

Characteristics, Bicharacteristics, and Geometric Singularities of Solutions of PDEs — Lecture III: Bicharacteristics and the Hamilton-Jacobi Theory Luca Vitagliano

DocID: 1pNL0 - View Document

Covariant Derivatives and the Hamilton-Jacobi Equation Sabrina Gonzalez Pasterski (Dated: March 2, 2014) I define a covariant derivative to simplify how higher order derivatives act on a classical generating function.

DocID: 1mpYd - View Document

221A Lecture Notes WKB Method 1 Hamilton–Jacobi Equation

DocID: 1lzXC - View Document