General Functional Analysis
|Teaching semester||Spring, Autumn|
|Number of semesters||1|
|Teaching language|| |
English if English-speaking students attend the seminars, otherwise Norwegian
|Study level||Postgraduate Courses|
|Belongs to||Department of Mathematics|
Objectives and Content
Topics are general topology, Bancah spaces, Hahn Banach theorem, Baire categories with applications, weak convergence, Krein Milman theorem. Also applications of this to Lp spaces.
The students shall document insight in basic methods and ideas of functional analysis.
Semester of Instruction
Forms of Assessment
The grading scale used is A to F. Grade A is the highest passing grade in the grading scale, grade F is a fail.