An Interval Finite Difference Method of Crank-Nicolson Type for Solving the One-Dimensional Heat Conduction Equation with Mixed Boundary Conditions.
Malgorzata A. JankowskaPublished in: PARA (2) (2010)
Keyphrases
- boundary conditions
- finite difference method
- finite element method
- poisson equation
- finite element model
- boundary value problem
- numerical methods
- heat equation
- shape from shading
- reaction diffusion
- partial differential equations
- spline interpolation
- sufficient conditions
- numerical solution
- diffusion equation
- scale spaces
- spatially varying
- image denoising