iPiano
An implementation of the iPiano algorithms for non-convex and non-smooth optimization.
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Functionals | A collection of functionals for different computer vision/image processing tasks used to demonstrate the use of nmiPiano/iPiano optimization |
CompressiveSensing | Compressive sensing example using convex optimization as discussed in [1]: [1] G. Kutyniok. Compressed Sensing: Theory and Applications. Computing Research Repository, abs/1203.3815, 2012 |
Denoising | Denoising functionals (for grayscale images! |
Evaluation | Evaluation of denoising functionals |
Noise | Generate noisy images |
PhaseField | Two Phase-Field for segmentation, see [1]. [1] Shen. Gamma-Convergence Approximation to Piecewise Constant Mumford-Shah Segmentation. International Conference on Advanced Concepts of Intelligent Vision Systems, 2005 |
PhaseField_Color | Two Phase-Field for color image segmentation, see [1]; adapted to color. [1] Shen. Gamma-Convergence Approximation to Piecewise Constant Mumford-Shah Segmentation. International Conference on Advanced Concepts of Intelligent Vision Systems, 2005 |
Util | Utilities for using nmiPiano/iPiano for computer vision/image processing |
iPiano | Implementation of iPiano (algorithm 5) as proposed in [1]: [1] P. Ochs, Y. Chen, T. Brox, T. Pock. iPiano: Inertial Proximal Algorithm for Nonconvex Optimization. SIAM J. Imaging Sciences, vol. 7, no. 2, 2014 |
Iteration | Structure representing an iteration, passed as is to a callback function to be able to monitor process |
Options | Options of algorithm |
nmiPiano | Implementation of nmiPiano (algorithm 4) as proposed in [1]: [1] P. Ochs, Y. Chen, T. Brox, T. Pock. iPiano: Inertial Proximal Algorithm for Nonconvex Optimization. SIAM J. Imaging Sciences, vol. 7, no. 2, 2014 |
Iteration | Structure representing an iteration, passed as is to a callback function to be able to monitor process |
Options | Options of algorithm |