Real Analysis 7.5 credits
About the course
The course provides advanced knowledge of concepts and theorems in advanced analysis. The concept of topology is introduced in
metric spaces. The concepts of compactness and continuity are essential. Thereafter real-valued functions defined on
metric spaces are studied, with a focus on continuity and function sequences. Central theorems are Heine-Borel covering theorem, Urysohn's lemma and Weierstrass' approximation theorem. The concept of differentiability of vector-valued functions is introduced and
the inverse and implicit function theorems are proved.
Apply
Contact us
Your message goes to Infocenter, and they’ll make sure it gets to the right person – so you get the best and most relevant reply.