A field-space-based level set method for computing multi-valued solutions to 1D Euler-Poisson equations.
Hailiang LiuZhongming WangPublished in: J. Comput. Phys. (2007)
Keyphrases
- multi valued
- level set method
- level set
- hamilton jacobi
- image segmentation
- active contours
- numerical methods
- single valued
- differential equations
- level set evolution
- curve evolution
- stochastic differential equations
- topology preserving
- active contour model
- narrow band
- normal form
- energy functional
- deformable models
- numerical solution
- finite difference
- markov random field
- moving objects