WS 19/20: Functional Analysis (tutorials)

This course has come to the end. See student evaluation reports (in Polish).

Lecutre: prof. Piotr Rybka (Thursdays, 10:15 - 11:45)
Tutorial: Kuba Skrzeczkowski (Thursdays, 12:15 - 13:45)
USOS: link

This is a basic course for 3rd year students introducting fundamental concepts of normed spaces, Banach spaces and Hilbert spaces, providing general framework to study infinite dimensional spaces as well as operators acting on them that one meets in modern theory of Probability, PDEs, Numerical Analysis or Optimization.

Grading : Tutorial carries a weight of 15%. This will be based on homework assignments (10%) (written, graded on scale 0, 0.5, 1) and active class participation (5%). Problems discussed on tutorials will be uploaded in advance and it is highly recommended to think them over before the class. There are also Special Problems (see below) that can be used to earn additional points.

Grading assistant is Mr. Bohdan Petraszczuk (bp372955@...).

Problem Sets :

Big Homeworks :

Solutions to homeworks :

Notes :

Homeworks results are here.

Special Problems are here. Some solutions:

  • Problems 1,2,4 (author: Tomek Przybyłowski)
  • Problems 4,5,6 (author: Szymek Zwara)
  • Problems 7, 8 (author: Jędrek Stefanowicz)
  • Problems 9, 10 (author: Szymek Zwara)
  • Class journal :