Danny Barash

Senior Academic

Multiplicative operator splittings in nonlinear diffusion

From spatial splitting to multiple timesteps

Danny Barash, Tamar Schlick, Moshe Israeli, Ron Kimmel

Multiplicative operator splitting schemes across dimensions were examined for designing nonlinear diffusion integrators. These were presented as alternatives to the additive operator splitting (AOS) schemes. Multiple timestep methods were introduced for examining multiplicative operator splittings across scales. An example was discussed to illustrate how multiple timestep methods could be use to improve the diffusion process.

Publication language English
Pages 33-48
Journal Journal of Mathematical Imaging and Vision
Volume 19
Issue number 1
Publication status Published - 01.07.2003

Keywords

Additive operator splittings
Multiple timestep methods
Multiplicative operator splittings
Nonlinear diffusion

ASJC Scopus subject areas

Statistics and Probability
Modeling and Simulation
Condensed Matter Physics
Computer Vision and Pattern Recognition
Geometry and Topology
Applied Mathematics
Access to Document
10.1023/A:1024484920022
Other files and links
Link to publication in Scopus