- Probability Theory 1
- Lecture:
- Monday 12-14, T603
-
- Practical course:
- Tuesday 14-16, T604
-
-
- Requirements
- Schedule
-
Midterm tests:
- I. test: 12. October (Friday) 10:15-11:45 Room: H27
- II. test: 26. November (Monday) 14:00-15:30 (after the lecture) Room: T601/2
-
Retake of midterms:
- Retake of the I. test: 29. October (Monday) 14:00-15:30 (after the lecture) Room: T601/2
-
Notes:
- William Feller: An introduction to Probability and its Applications, Vol. I Third Edition, John Wiley and Sons, 1968.
- Sheldon Ross: A First Course in Probability Seventh Edition, Pearson and Prentice Hall, 1976-2006.
- András Vetier's online text-book
-
Exercise sheets:
- 1. course & notes, 2. course & notes,
- The webpage of the practical course leader
-
- Consultation before midterm is on Thursday 14:15-15:45 in room R505 (building R, 5th floor), and held Gergő Lukáts
-
- Consultations before exams:
- 18th December: 13:15 H510 (my office)
- 4th January: 12:15 H510 (my office)
- 14th January: 12:00 H509 (the office next to mine)
- 21st January: 12:15 H510 (my office)
-
- Sample exam
- The theoretical part of the exam contains all the definitions and theorems, which were stated during the semester, and simple proofs as well but exclude difficult proofs (the proofs of the Stirling formula, the DeMoivre-Laplace local and global form, moment generating function characterize the distribution, joint moment generating function characterizes independece).