Teaching

Office: Building H, 5th floor, room 505

Office hours: Tuesdays 8.30-10. If you want to attend, please send me an email on the previous day or earlier!

Current teaching

• Commutative algebra and algebraic geometry
• Programming exercises in probability theory
• Valószínűségszámítás programozási feladatok
• Vector and matrix algebra (practice session)

Previous terms

2023/2024/2

• Programming exercises in algorithm theory
• Algoritmuselmélet programozási feladatok
• Mathematics A2

2023/2024/1

• Commutative algebra (Advanced Linear Algebra)
• Mathematics A3
• Probability theory programming exercises
• Valószínűségszámítás programozási feladatok
• Vector and matrix algebra (practice session)

2022/23/2

• Lie groups and Lie algebras
• Mathematics A2
• Programming exercises in algorithm theory
• Algoritmuselmélet programozási feladatok

2021/22/1

• Algebra 1 (practice session)

Old courses

University of Oxford, Jesus College

• Metric Spaces and Complex Analysis, Linear Algebra (tutorials), 2020/21 Michaelmas Term
• Groups and Group Action, Analysis III (tutorials), 2019/20 Trinity Term
• Analysis II, Linear Algebra II (tutorials), 2019/20 Hilary Term
• Metric Spaces and Complex Analysis, Linear Algebra (tutorials), 2019/20 Michaelmas Term
• Constructive Mathematics (tutorials), 2018/19 Trinity Term

University of British Columbia

• Math 253 (Section 203), 2018/19 Winter Term 1
• Math 105 (Section 209), 2017/18 Winter Term 2
• Math 104 (Section 107), 2017/18 Winter Term 1
• Math 105 (Section 202), 2016/17 Winter Term 2
• Math 102 (Section 107), 2016/17 Winter Term 1

Eötvös Loránd University

• Linear algebra, 2014/15/1
• Linear algebra, 2013/14/1

Budapest University of Technology and Economics

• Mathematics A1, 2015/16/1
• Mathematics A3, 2012/13/1
• Mathematics A3, 2011/12/1
• Introduction to computer science II., 2007/08/1
• Theory of algorithms, 2006/07/2