Enhanced Deep Residual Networks for Single Image Super-Resolution
Bee Lim, Sanghyun Son, Heewon Kim, Seungjun Nah, and Kyoung Mu Lee
Computer Vision Lab.
Dept. of ECE, ASRI, Seoul National University
SISR (Single Image Super Resolution)
Goal: Restoring a HR image from a single LR image
Low-resolution
image
High-resolution
image
Super-Resolution
Lessons from Recent Studies
SRResNet (CVPR2017)
VDSR (CVPR2016)
EDSR
MDSR
4 Techniques for Better SR
Need Batch-Normalization?
Increasing model size
Better loss function
Geometric self-ensemble
EDSR
Need Batch-Normalization?
Empirical tests show that removing Batch-Normalization improves the performance!
Need Batch-Normalization?
Increasing Model Size
Given a limited memory, which design is better?
Increasing Model Size
Proposed in (Szegedy 2016), “Inception-v4, Inception-ResNet and the Impact of Residual Connections on Learning”
Loss Function: L1 vs L2
→ MSE is not a good choice!
Geometric Self-Ensemble
Proposed in (Timofte 2016), “Seven ways to improve example-based single-image super-resolution”
Geometric Self-Ensemble
EDSR Summary
EDSR
MDSR
Motivation
Efficient Multi-Scale Model
MDSR
Motivation
SRCNN, VDSR: A single architecture regardless of upscaling factor
⇨ Multi-scale SR in a single model (VDSR)
FSRCNN, ESPCN, SRResNet: Fast & Efficient, (late upsampling)�but cannot deal with the multiple scales in a single model.
Motivation
FSRCNN, ESPCN, SRResNet
⇨ Different models for different scales?
Motivation
Multi-scale knowledge transfer
Designing MDSR
How to make EDSR (post-upscaling) to handle multiscale SR as VDSR?
Requirements
⇨ Scale-specific pre-processing modules
⇨ main branch
⇨ Scale-specific up-samplers
Train and Test Method
EDSR vs. MDSR
MDSR Summary
Results
Training Details
Quantitative Results
Qualitative Results
Qualitative Results
Qualitative Results
Qualitative Results
Qualitative Results
Unknown Track (Challenge)
Unknown Track (Challenge)
Extreme SR (up to x64)
1/64 Scale!
How about extreme cases?
Extreme SR (up to x64)
Bicubic
EDSR
NN
Extreme SR (up to x64)
Bicubic
EDSR
NN
Conclusion
Thank you!