Autumn Semester 2020 takes place in a mixed form of online and classroom teaching.
Please read the published information on the individual courses carefully.

Search result: Course units in Autumn Semester 2014

Mathematics Master Information
An Introduction to Working Scientifically
DIRECTIVE Working scientifically Link
401-2000-00LScientific Works in Mathematics Information
Target audience:
Third year Bachelor students;
Master students who cannot document to have received an adequate training in working scientifically.

Mandatory for all Bachelor and Master students with matriculation in the autumn semester 2014 or later.
Optional for Bachelor and Master students with matriculation until or before the spring semester 2014.
Example: You matriculated in the autumn semester 2012 into the first semester of the Bachelor programme, are now in the third year and plan to matriculate in the autumn semester 2015 into the first semester of the Master programme. In this case, you don't need "Scientific Works in Mathematics" in order to complete the Bachelor degree, but for the Master degree you will need it. In this case, we recommend that you register for "Scientific Works in Mathematics" in the autumn semester 2014 or spring semester 2015.

Directive Link
O0 creditsE. Kowalski
Core Courses and Electives
Core Courses
Core Courses: Pure Mathematics
401-3132-00LCommutative AlgebraW10 credits4V + 1UB. R. Doran
401-3225-00LIntroduction to Lie GroupsW8 credits4GU. Lang
401-3356-00LCalculus of VariationsW11 credits4V + 2UM. Struwe
401-3001-61LAlgebraic Topology IW8 credits4GR. Pandharipande
401-3531-00LDifferential Geometry IW11 credits4V + 2UT. Ilmanen
401-3461-00LFunctional Analysis IW10 credits4V + 1UM. Einsiedler
Core Courses: Applied Mathematics and Further Appl.-Oriented Fields
401-3651-00LNumerical Methods for Elliptic and Parabolic Partial Differential Equations
Course audience at ETH: 3rd year ETH BSc Mathematics and MSc Mathematics and MSc Applied Mathematics students.
Other ETH-students are advised to attend the course "Numerical Methods for Partial Differential Equations" (401-0674-00L) in the CSE curriculum during the spring semester.
W10 credits4V + 2U + 1AS. Sauter
401-3601-00LProbability TheoryW10 credits4V + 1UA.‑S. Sznitman
401-3621-00LFundamentals of Mathematical StatisticsW10 credits4V + 1US. van de Geer
401-3901-00LMathematical Optimization Information W11 credits4V + 2UR. Weismantel
Electives: Pure Mathematics
Selection: Algebra, Topology, Discrete Mathematics, Logic
401-3113-64LAnalytic Number Theory -- Trace Functions over Finite FieldsW6 credits2V + 1UE. Kowalski
401-4111-64LThe Subconvexity Problem and ApplicationsW6 credits2V + 1UP. D. Nelson
401-4119-64LReading Course: Topics in Fermat CurvesW2 credits4AJ. Fresán
401-3500-64LReading Course: Drinfeld ModulesW4 credits9AR. Pink
401-3377-64LErgodic Theory and ...W8 credits4GM.‑h. Akka Ginosar, M. Einsiedler
401-3055-64LAlgebraic Methods in CombinatoricsW4 credits2VB. Sudakov
401-3033-00LGödel's TheoremsW8 credits3V + 1UL. Halbeisen
401-3059-00LCombinatorics II
Does not take place this semester.
W4 credits2GN. Hungerbühler
Selection: Geometry
401-3057-00LFinite Geometries IIW4 credits2GN. Hungerbühler
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