Basic courses
1st Year Study Center (Linear Algebra & Analysis)
Andrew Kresch
Lineare Algebra I
Andrew Kresch
Analysis I
Corinna Ulcigrai
Compulsory courses
Elective module from the first semester
Programming
Gauthier Wissocq
Grundlagen der Mathematik
Hao Wu
Elective module from fifth semester
Mathematical Finance II
Delia Marina Coculescu
Algebraic Topology
Anna Beliakova
Elliptic Curves
Joachim Rosenthal
Analysis on Matrix Groups
Alexander Gorodnik
Functional Analysis
Benjamin Schlein
Thomas Fermi Theory for atoms and molecules
Alessandro Olgiati
Numerical Methods for Elliptic and Parabolic Partial Differential Equations
Stefan Sauter
Probability II (Wahrscheinlichkeitstheorie)
Ashkan Nikeghbali
Complex Networks Theory and Applications
Alexandre Bovet
Statistical Modeling
Zofia Baranczuk
Likelihood and Regression II
Torsten Hothorn
Generalized Regression
Torsten Hothorn
Good Statistical Practice
Reinhard Furrer
Elective module master's level
Hodge Theory and Algebraic Cycles
Joseph Ayoub
Likelihood inference
Reinhard Furrer
Service courses
Lineare Algebra für die Naturwissenschaften
Christoph Luchsinger
Analysis für die Naturwissenschaften
Christoph Luchsinger
Clinical Biostatistics
Leonhard Held
Teacher education
Geometrie (MA.S430)
Franz Xaver Müller
Grundbegriffe der Mathematik I (MA.S410)
Zouhair Ouaggag
Graduate courses
Elliptic Curves
Joachim Rosenthal
Analysis on Matrix Groups
Alexander Gorodnik
Thomas Fermi Theory for atoms and molecules
Alessandro Olgiati
Hodge Theory and Algebraic Cycles
Joseph Ayoub
Dynamics of Cocycles and Applications
Artur Avila
Numerical Methods for Elliptic and Parabolic Partial Differential Equations
Stefan Sauter
Complex Networks Theory and Applications
Alexandre Bovet
Student seminars
Seminar: Perturbation Theory for Linear Operators
Seminar: Elementary Number Theory
Seminar: Introduction to p-adic numbers
Seminar: Dynamische Systeme
Seminar: Kähler manifolds and Ricci flow
Seminar: Hyperbolic Geometry
Seminar: Introduction to Knot Theory
Seminar: Hyperbolic problems and the Kruzkhov theorem: a proof
Probabilistic methods in discrete mathematics
Seminar in Data Science and Mathematical Modelling
Colloquia
Zurich Colloquium in Mathematics
Zurich Graduate Colloquium
Zurich Colloquium in Applied and Computational Mathematics
Reading Seminar Algebraic Geometry
Kolloquium über anwendungsorientierte Statistik
Research seminars
Talks in mathematical physics
Neuchatel - St.Gallen - Zurich Seminar in Coding Theory and Cryptography
Seminar PDE and Mathematical Physics
Ergodic Theory and Dynamical Systems Seminar
Oberseminar: Algebraische Geometrie
Seminar über stochastische Prozesse
Research Seminar in Applied Statistics
