Advanced Real Analysis I
The course covers measure theory, integration and functional analysis, integration of measurable functions (Lebesgue integrals), convergence theorems, product measures, Fubini's theorem, Banach spaces including the LP spaces and fundamental theorems on linear operators and functionals.
This course is given jointly by Stockholm University and KTH, and part of the course is given at KTH. The exam is given at KTH. More information can be found on the course web before the start of the semester, see link below.
The course consists of one element.
Teaching Format
Instruction is given in the form of lectures and exercises.
Assessment
The course is assessed through written examination and for higher grades (A and B) also oral examination.
For information on how to sign up for exams at KTH, see Exam information.
Examiner
Usually, the course is taught entirely in KTH's premises.
Schedule for SF2743 at KTH (times only)
To see the where the lectures take place you need to be logged in to the KTH account which you will receive if you are admitted to this course. If students don't get their accounts before the course starts, we send out the schedule for the first week(s) by email.
Friedman: Foundations of modern analysis. Dover.
New student
During your studies
Course web
You can find our course webpages on kurser.math.su.se.
There may be another course web for the part of the course given at KTH. If so, this should be linked from the course web at Stockholm University found via the link above.
