English

Not applicable.

Students who will sign up for the course should be able to:
describe the basic steps of signal digitalization,
interpret the basic principle of one-dimensional function derivative,
master the basic operators and functions of the C++ language,
describe the basic operations of matrix calculus,
describe basic principles of Euclidean geometry,
practice calculations with complex numbers,
discuss the basic terms from the domain of probability and statistics.
Generally, knowledge on the level of completed bachelor studies is expected.

- up to 60 points for the written exam
- up to 40 points for laboratory tests
The written exam is taken at the end of semester. It contains simple tasks in the form of concrete questions as to mathematical constructions, constraints of algorithms, basic equations and principles of methods, often in the form of a fill-in quiz.
Two tests are arranged in the laboratory exercises (in the 6th and 12th weeks of the semester) each for max. 20 points. The tests contain tasks corresponding to the content of realised laboratory exercises. There is no lab-test-based qualification limit for the written exam.

Computer exercises are obligatory. Justified absence can be made up after prior arrangement with the instructor.

The aim of the course is to make students familiar with a high-quality applicative knowledge of advanced techniques of static and dynamic image processing 2D and 3D and to enable them to master both the theory and the practise of advanced techniques of image processing.
On completion of the course, students will be able to:
- describe the basic terms of digital image processing,
- apply the principles of development of image processing algorithms using the OpenCV libraries,
- describe the techniques of intensity transformations,
- define the geometrical transformations of an image,
- use homogenous coordinates,
- interpret the Discrete Fourier Transform of an image and image filtering in the frequency domain,
- describe the terms convolution, filtering and edge detection in the spatial domain,
- describe the basics of image segmentation,
- interpret the mathematical model of the camera,
- describe panoramic image stitching,
- demonstrate the properties of epipolar geometry,
- describe the principles of biometric image identification,
- describe the principles of depth information extraction,
- describe the principle, problems and methods of optical flow estimation.

Not applicable.

Not applicable.

Gonzalez, R., C., Woods, R., E.: Digital Image Processing, 4 edition, Pearson, 2017, ISBN: 978-0133356724 (EN)
Prata, S.: C++ Primer Plus, 6 edition, Addison-Wesley Professional, 2011, ISBN: 0321776402 (EN)

Not applicable.