Unsupervised Learning for Stereo Vision
author:
David McAllester,
Toyota Technological Institute at Chicago
Description
We consider the problem of learning to estimate depth from stereo image pairs. This can be formulated as unsupervised learning - the training pairs are not labeled with depth. We have formulated an algorithm which maximizes conditional likelihood the left image given right image in a model that involves latent information (depth). This unsupervised learning algorithm implicitly trains shape from texture and shape from shading monocular depth cues. The talk will present pragmatic results in the stereo vision problem as well as a general formulation of models and methods for maximizing conditional likelihood in a latent variable model where we wish to interpret the latent information as "labels".
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| Slides | |
| 0:00 | nsupervised Learning of Stereo Vision with Monocular Cues |
| 0:13 | Scene Understanding |
| 3:39 | Conditional Random Fields (Lafferty et al. 2001) |
| 6:31 | Hidden CRFs (Quattoni et al. 2007) |
| 8:14 | Related Formalisms |
| 10:01 | Indirect CRFs |
| 12:36 | Classical Stereo Vision as an Indirect CRF |
| 16:08 | Indirect CRFs |
| 16:21 | Classical Stereo Vision as an Indirect CRF |
| 16:30 | Unsupervised Parameter Tuning |
| 17:48 | HOG Features |
| 20:29 | HOG as a Surface Orientation Cue |
| 23:52 | Analysis of Isotropic Textur |
| 24:38 | A Slanted Plane Model |
| 26:22 | The Energy Function |
| 29:38 | Results |
| 34:02 | Max-Product Particle Belief Propagation |
| 34:10 | Hard EM |
| 36:19 | Max-Product Particle Belief Propagation |
| 36:22 | Hard EM |
| 36:45 | Max-Product Particle Belief Propagation |
| 36:47 | Hard EM |
| 37:49 | Max-Product Particle Belief Propagation |
| 39:04 | Contrastive Divergence |
| 39:09 | Hard EM |
| 39:28 | Contrastive Divergence |
| 41:20 | Contrastive Divergence for a Standard MRF Process |
| 41:42 | Contrastive Divergence |
| 43:34 | Contrastive Divergence for a Standard MRF Process |
| 43:42 | Contrastive Divergence |
| 44:48 | Contrastive Divergence for a Differential Metropolis Process |
| 44:50 | Contrastive Divergence for a Standard MRF Process |
| 45:39 | Contrastive Divergence for a Differential Metropolis Process |
| 46:12 | Warning |
| 46:35 | Summary |
| 48:31 | Conditional Random Fields (Lafferty et al. 2001) |
| 50:11 | Classical Stereo Vision as an Indirect CRF |
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