Andrey Nasonov, Alexey Lukin, Andrey Krylov
Reconstruction of a high-resolution image from a low-resolution image is a common problem in image processing.
We perform research in two directions:
- Reconstruction of a high-resolution image as a solution of ill-posed inverse problem to the reconstruction of a low-resolution image from high-resolution one. Regularization methods are used to solve this problem.
- Low-complexity image interpolation algorithms for realtime video conversion. Fast edge-directional resizing algorithms image and video are developed.
Andrey Nasonov, Andrey Krylov
Using several low-resolution images can provide better quality of a high-resolution image. The process of recontructing a single high-resolution images from several low-resolution observations is called as superresolution.
Three directions are studied in this project:
- High-quality superresolution based on regularization methods.
- Non-iterative superresolution. A method of weighted median averaging is used to combine pixel values of given low-resolution images.
- Superresolution for video sequencies. Two images are used here for high-resolution frame construction: current low-resolution frame and previous high-resolution frame.
Andrey Nasonov, Alexey Lukin, Andrey Krylov
Application of regularization methods for image enhancement:
- deblurring
- deringing
- denoising
Maria Storozhilova, Dmitry Yurin
Based on multiscale histograms and using lazy histogram updating technique we developed fast calculation scheme for finding:
- Arbitrary rank element by neighbourhood
- Mean by epsilon-V neighbourhood
- Mean by KNV neighbourhood
- Sliding equalization
Andrey Nasonov, Andrey Krylov
Image metrics are used to objective compare two images.
We consider the problem of evaluation of image enhancement algorithms like resampling, deringing, deblurring. The main idea is to find the areas where typical artifacts of image enhancement algorithms usually appear: blur and ringing artifacts.
Dmitry Sorokin, Andrey Krylov
Keypoints detection and local image descriptors construction is one of the basic problems in image analysis.
The keypoints detection and descriptors construction algorithms are based on Gauss-Laguerre circular harmonic functions (CHFs) image expansion. The interconnection between Gauss-Laguerre CHFs and 2D Hermite functions in conjunction with fast Hermite projection method is used to accelerate the computation.
The subjects of current research:
- Improvement of stability of Gauss-Laguerre keypoints descriptors to a class of projective and photometric transformations
- Extension of keypoints detection and descriptors construction to color images