Selected Topics in Topology
Postgraduate course
- ECTS credits
- 10
- Teaching semesters Autumn, Spring
- Course code
- MAT343
- Number of semesters
- 1
- Teaching language
- English
- Resources
- Schedule
Course description
Objectives and Content
Homotopical algebra, geometric topology, K-theory, homotopy theory, characteristic classes, applications of homotopy theory in analysis and algebra, highly structured ring spectra, operads, and functor calculus.
Learning Outcomes
After completing the course, students should be able to:
- Understand and prove fundamental results in topology.
- Recall the key definitions and concepts of the course.
- Apply methods from algebraic topology to answer geometric questions.
- Perform computations in concrete cases.
Semester of Instruction
Irregular, course will be offered if it is on this course list: Workbook: Emneliste for innreisende utvekslingsstudenter (uhad.no)