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Welcome to the homepage of the lecture Mathematical Morphology in Image Analysis Winter Term 2023/34 |
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Mathematical Morphology in Image Analysis
Lecture (2h) with exercises (2h)
Announcements –
Description –
Entrance requirements –
Registration
Tutorials –
Exams
20/09/2023 The course will be organised via the
CMS
of the computer science department.
All lecture materials will be uploaded there.
18/07/2023 The course website is online. More information about the registration will be availabe closer
to the start of the semester. Keep in mind that in most courses of studies, you also have to register via the HISPOS system of the Saarland University Motivation: Mathematical morphology is a powerful class of images processing methods based on shape information of image objects. Its techniques have been applied successfully to a variety of image processing tasks including image denoising, segmentation, skeletons and many more. Contents: The lectures gives an introduction to a variety of morphological techniques. Teaching Goals: The course is designed as a supplement for image processing lectures, to be attended before, after or parallel to them. After the lecture, participants should understand the foundations of classical and PDE-based morphology and be able to apply morphological operators to image processing tasks. Basic mathematics courses (such as Mathematik für Informatiker I-III) are recommended. Understanding English is necessary. Image processing lectures such as "Image Processing and Computer Vision" are helpful for some specific topics, but not necessary. You have to register for the course in the CMS of the computer science department: https://cms.sic.saarland/mmia23/ During the weekly tutorial sessions, we discuss the assigments and further materials. You are supposed to solve the assignments by yourself, such that we can have an active discussion in the tutorials. If you have questions concerning the tutorials, please do not hesitate to contact Kristina Schaefer.
There will be two closed book written exams.
Lecture content available for
download in MS Teams. You will be granted access to Teams after registration.
Further references will be given during the lecture. |
MIA Group |