Computational Image Processing
Study plans 2016-2017
-
IMT6131
- 5 ECTS
On the basis of
- At least 30 ECTS credits university level mathematics including vector calculus and differential equations
- Fundamental programming and algorithms
- Fundamental image processing
Expected learning outcomes
Knowledge
- The candidate is in the forefront of knowledge within the fields of selected computational image processing techniques
- The candidate can evaluate the expediency and application of variational image processing methods and processes in research and development projects
- The candidate has the ability to discuss and explain variational, wavelet and scale-space analytical methods
Skills
- The candidate can formulate variational image processing problems using partial differential equations
- The candidate can implement numerical solutions to variational image processing problems
General competence
- The candidate has the ability to communicate and lead discussions on recent research about computational image processing methods
- The candidate has the ability to evaluate and critique mechanisms for image modelling and representation
Topic(s)
- Variational calculus
- Numerical solutions of PDEs
- Total variation methods
- Level-set representations
- Wavelet and scalespace analysis
- Image modelling and representation
- Multiscale image processing
- Applications to image processing problems such as denoising, deblurring, inpainting, segmentation, image difference, enhancement, gamut mapping, colour correction, demosaicing
Teaching Methods
Lectures
Meeting(s)/Seminar(s)
Tutoring
Form(s) of Assessment
Other
Form(s) of Assessment (additional text)
Candidates must provide one paper where the applicability of the topics of the course to her/his own thesis work is thoroughly discussed. The paper should be in the form of a scientific paper, include examples of the application of computational image processing methods, and preferably constitute a basis for a future publishable scientific paper.
Grading Scale
Pass/Failure
External/internal examiner
Evaluated by an internal examiner.
External examiner (or internal and external) will evaluate the paper within 5 years period, next time at latest in 2019.
Re-sit examination
None
Examination support
None
Coursework Requirements
- On a given topic, prepare and give one seminar consisting of an introductory lecture (1-2 hours) followed by a conducted group discussion.
- Attend at least 75% of the lectures and seminars.
Teaching Materials
- Chan, Tony and Jianhong Shen (2005). Image Processing and Analysis: Variational, PDE, Wavelet, and Stochastic Methods . Society for Industrial Mathematics.
- Selected papers (list announced at the beginning of the semester)
Additional information
In case there will be less than 5 candidates that apply for the course, it will be at the discretion of the course responsible whether the course will be offered or not and, if yes, in which form.