exampled-based super resolution
DESCRIPTION
Exampled-based Super resolution. Presenter: Yu-Wei Fan. Outline. Introduction Training set generation Super-resolution algorithms Idea Markov Network One-pass algorithm Results. Outline. Introduction Training set generation Super-resolution algorithms Idea Markov Network - PowerPoint PPT PresentationTRANSCRIPT
Exampled-based Super resolution
Presenter: Yu-Wei Fan
Outline
• Introduction• Training set generation• Super-resolution algorithms– Idea– Markov Network– One-pass algorithm
• Results
Outline
• Introduction• Training set generation• Super-resolution algorithms– Idea– Markov Network– One-pass algorithm
• Results
Introduction
• Why do we need high resolution image?• Usually , we cannot get high resolution image easy.
Introduction
• Aim: High Resolution Image– 1.Reduce the pixel size• the amount of light available also decrease• generates shot noise
– 2.Increase the chip size• increase capacitance• difficult to speed up a charge transfer rate
– 3.Signal processing techniques• Low cost
Introduction• General Super Resolution
– Need multi frames information
• Exampled-based Super resolution– Need only one frame
Outline
• Introduction• Training set generation• Super-resolution algorithms– Idea– Markov Network– One-pass algorithm
• Results
Training set generation
•Store the high-resolution patch corresponding to every possible low-resolution image patch.•Typically, these patches are 5 × 5 or 7 × 7 pixels.
Outline
• Introduction• Training set generation• Super-resolution algorithms– Idea– Markov Network– One-pass algorithm
• Results
Idea
Unfortunately, that approach doesn’t work!
Markov Network
Markov Network
• MAP Estimator:
Markov Network
• Example:
Markov Network
• Belief Propagation
Where is from the previous iteration. The initial are 1.Typically, three or four iterations of the algorithm are sufficient.
One-pass algorithm
• How do we select a good patch pair?• Two constraint:– frequency constraint– spatial constraint
One-pass algorithm
Outline
• Introduction• Training set generation• Super-resolution algorithms– Idea– Markov Network– One-pass algorithm
• Results
Results
Results
Results• α=0
Results
• α=0.5
Results• α=5