A PERFORMANCE EVALUATION METHOD FOR GEOMETRY-DRIVEN DIFFUSION FILTERS
Ivan Bajla - Igor Hollánder - Viktor Witkovský
A novel quantitative method is proposed for the algorithm performance evaluation for geometry-driven diffusion (GDD)
filtering methods. It is based on a probabilistic model of stepwise constant image corrupted by uncorrelated Gaussian noise.
The maximum likelihood estimates of the distribution parameters of the random variable derived from intensity gradient are
used for characterization of staircase image artifacts in diffused images. The proposed evaluation technique incorporates a
``gold standard'' of the GDD algorithms, defined as a diffusion process governed by ideal values of conductance. A phantom
mimicing an MR brain scan is used as a sample data set.
Keywords: Geometry-driven diffusion, Image filtering, Empirical evaluation of computer vision algorithms, Stochastic modeling