New, Highly Accurate Propagator for the Linear and Nonlinear Schrödinger Equation.
Hillel Tal-EzerRonnie KosloffIdo SchaeferPublished in: J. Sci. Comput. (2012)
Keyphrases
- highly accurate
- hamilton jacobi
- heat equation
- wave equation
- finite difference
- eikonal equation
- medial axis
- level set method
- high accuracy
- partial differential equations
- scale space
- capable of producing
- scale spaces
- steady state
- high quality
- global constraints
- diffusion process
- gaussian kernel
- diffusion mri
- distance transform
- level set
- accurate models
- neural network
- basis functions
- shape descriptors
- heat kernel
- image brightness
- shape analysis
- object recognition
- image denoising