Winter semester 2021/2022
Lectures — Classes — Homework — Other
Lecture materials
Lecture notes 1 – Presentation 1 (Introduction to probability calculus)
Lecture notes 2 – Presentation 2 (Conditional probability)
Lecture notes 3 — Presentation 3 (Independence of events. Bernoulli process)
Lecture notes 4 — Presentation 4 (Intro to random variables)
Lecture notes 5 — Presentation 5 (Cumulative Distribution Function. Intro to Expected Values)
Lecture notes 6 — Presentation 6 (Expected values cont.)
Lecture notes 7 — Presentation 7 (Variance, moments)
Lecture notes 8 — Presentation 8 (Intro to random vectors)
Lecture notes 9 — Presentation 9 (Independence of RV)
Lecture notes 10 — Presentation 10 (Conditional Expected Value)
Lecture notes 11 — Presentation 11 (Chebyshev Inequalities, Convergence of RV, Laws of Large Numbers)
Lecture notes 12 — Presentation 12 (Central Limit Theorem)
Presentation 13 (Important distributions)
Class materials
Problem set 0 (6.10.2021)
Problem set 1 (13.10.2021)
Problem set 2 (20.10.2021)
Problem set 3 (27.10.2021)
Problem set 4 (3.11.2021)
Problem set 5 (10.11.2021)
Problem set 6 (17.11.2021)
Problem set 7 (24.11.2021)
Problem set 8 (1.12.2021)
Problem set 9 (8.12.2021)
Problem set 10 (15.12.2021)
Problem set 11 (22.12.2021)
Problem set 12 (19.01.2022)
Problem set 13 (26.01.2022)
Homework Assignments
Course rules
Old exams
Midterms: 2020 2019 2018 2017 2016 2015 2014 2013