A novel numerical approach to simulating nonlinear Schro"dinger equations with varying coefficients.
Jialin HongYing LiuPublished in: Appl. Math. Lett. (2003)
Keyphrases
- finite difference
- nonlinear equations
- numerical analysis
- numerical solution
- hamilton jacobi
- numerical methods
- partial differential equations
- finite element
- solving partial differential equations
- numerical integration
- linear systems
- nonlinear partial differential equations
- wave equation
- linear combination
- wavelet coefficients
- ordinary differential equations
- linear equations
- boundary value problem
- difference equations
- level set
- stochastic differential equations
- differential equations
- numerical scheme
- numerical algorithms
- sufficient conditions
- taylor series expansion
- multiscale
- image processing