Limit theorems and large deviation theorems of probability
2026 Spring
- Instructor: Balazs Rath
Exam info:
- Please read again the parts of syllabus that concern exams: CLICK
-
- EXAM dates: See Neptun for details and location.
-
- Pre-Exam CONSULTATION: In our Microsoft Teams team
-
Exam details:
- Oral exam, cc 30 minutes. Language of exam: English or Hungarian.
-
- One exam question will be very similar to a homework question
-
- An exam question can test theory (definitions, statements of theorems, proofs, part of a proof) or it can be very similar to an example solved in class (incl. student presentations)
-
- Good to know: I pick exam questions using a random number generator: I pick a page in the lecture notes and ask a question related to the material that I find there.
- Good to know: I will indicate the page numbers of the scanned lecture notes that we skip in 2026 (an therefore will not appear in the exams)
- Good to know: Try to remember the ideas, not the formulas.
- Good to know: Read the official solutions of homeworks, because maybe my solution is shorter than yours!
The earlier exams were written exams (except for 2020 because of covid):
- 2018 sample exam:
CLICK
- 2018 first exam (May 29, 2018):
CLICK
- 2018 second exam (June 5, 2018):
CLICK
- 2018 third exam (June 19, 2018):
CLICK
- 2022 first exam (June 1, 2022):
CLICK
- 2022 second exam (June 8, 2022):
CLICK
- 2022 third exam (June 15, 2022):
CLICK
- 2024 first exam (June 7, 2024):
CLICK
- 2024 second exam (June 14, 2024):
CLICK