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| Members | Research profile and projects | ANTA seminar | ANTA courses | News and links |
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Our group is/has been lecturing the following MSc and PhD level courses. Some of the courses are lectured on a regular basis, some less frequently. If your favorite course is not going to be lectured anytime soon, you can always ask whether it is possible to do it as a reading course. Note that some of the courses are so-called "varying content" courses, hence the codes below might vary and repeat themselves. For all these courses, MS-C1342 Linear Algebra and MS-C1080 Abstract Algebra (or similar) are strongly recommended as pre-requisites. ∇ MS-E1110 Number Theory (period II, every year) ∇ MS-E1111 Galois Theory (period IV, odd years) ∇ MS-EV0030 An Introduction to Dirichlet's L-functions and a Proof of Dirichlet's Theorem of Primes in Arithmetic Progressions (seminar course, 7.-17.1.2025) ∇ MS-EV0010 Algebraic Number Theory (varying content, period IV, 2024) ∇ MS-EV0027 Applications of Coding Theory to Security (varying content, period V, 2024) ∇ MS-EV0028 Galois Representations (varying content, period V, 2024) ∇ MS-EV0003 Fundamentals of Algebraic Function Fields (varying content, period II, 2022) ∇ MS-EV0006 Geometry of Numbers (varying content, periods II-III, 2022-2023) ∇ MS-E199601 Algebraic Geometry Codes (varying content, period V, 2022) ∇ MS-EV0011 Codes over Nonstandard Alphabets (varying content, 15.5.-15.6.2023) ∇ MS-EV0012 Elliptic Curve Cryptography (varying content, 29.5.-20.6.2023) ∇ MS-EV0018 Class Field Theory (varying content, August 2023) ∇ MS-E199501 Matroid Theory (varying content, period IV, 2022) ∇ MS-E1996 Elliptic Curves (varying content, summer 2020) ∇ MS-E1997 Abstract Algebra II (varying content, period V, 2019) ∇ MS-E1998 Commutative Algebra (varying content, period V, 2019) ∇ MS-E1996 Coding Theory (varying content, period II, 2018) ∇ MS-E1998 Finite Geometry (varying content, period III, 2017) ∇ MS-E1992 Mathematical Tools for Coding Theory and Data Storage (varying content, period III, 2016) ∇ MS-E1996 Algebraic Lattices and Applications (project course, varying content, period IV, 2015) ∇ MS-E1089 Seminar on Algebra, Number Theory, and Applications (continuous) See MyCourses and SISU for more details. |