Cohomology Theories
A.Y. 2021/2022
Course offered to students on the PhD programme in
Visit the PhD website for the course schedule and other information
Lead instructor: Paul Arne Oestvaer
Cohomology theories is a powerful idea in many areas of pure mathematics. Classical examples include the Eilenberg-Steenrod axioms for topological spaces and Weil cohomology theories for algebraic varieties. With homotopical methods, one can define a motivic homotopy theory for schemes. Examples of cohomology theories in this setting include algebraic cobordism, algebraic K-theory, and motivic cohomology. This course will give an introduction to these constructions.
Undefined
Assessment methods
Giudizio di approvazione
Assessment result
superato/non superato
How to enrol
Deadlines
The course enrolment deadline is usually the 27th day of the month prior to the start date.
How to enrol
- Access enrolment on PhD courses online service using your University login details
- Select the desired programme and click on Registration (Iscrizione) and then on Register (Iscriviti)
Ignore the option "Exam session date” that appears during the enrolment procedure.
Contacts
For help please contact [email protected]
Professor(s)