Institute of Mathematics

Modules

Fall 19

Modules in Spring 20

Grundvorlesung

Lineare Algebra II
Rémi Abgrall
Analysis II
Stefan Sauter

Pflichtvorlesung

Numerik I
Rémi Abgrall
Stochastik
Jean Bertoin

Wahlmodul ab 3. Semester

Wahlmodul ab 4. Semester

Analytic number theory
Michail Rassias
Complex Analysis
Corinna Ulcigrai
Methods in Analysis
Benjamin Schlein

Wahlmodul ab 5. Semester

Kommutative Algebra
Andrew Kresch
Elliptische Kurven
Joachim Rosenthal
Geometry of numbers
Alexander Gorodnik
Numerical Methods for Hyperbolic PDEs
Philipp Öffner
Statistical Methods in Epidemiology
Beate Sick
Survival Analysis
   
Analysis of Longitudinal Data
Leonhard Held

Wahlmodul ab Masterstufe

ODEs and transport equations with rough coefficients
Camillo De Lellis
Étale cohomology II
Joseph Ayoub
Smooth Supermanifolds and their Applications
Alberto Cattaneo
Quantum invariants of links
Daniel Tubbenhauer
BL: Quantum invariants of links
Anna Beliakova
Belief Propagation
Erwin Bolthausen
An introduction to high dimensional probability and statistics
Ashkan Nikeghbali
Large Deviations
Thomas Lehéricy

Service courses

Introduction to Health Care Epidemiology
   
Analysis f. Physikstudierende II
Reinhard Furrer
Lineare Algebra II für Physik
Viktor Schroeder
Stochastik für die Naturwissenschaften
Christoph Luchsinger
Analysis für die Chemie
   
Introduction to Probability
Delia Marina Coculescu
Introduction to Statistics
Zofia Baranczuk
R programming
Torsten Hothorn
Methods in Evidence Synthesis
Leonhard Held
Good Statistical Practice: Communication Skills
Eva M. Furrer

Teacher education

Grundbegriffe der Mathematik II (MA S420)
Claudia Albertini Schorn
Zahlentheorie
Franz Xaver Müller

Colloquia

Zurich Colloquium in Mathematics
Zurich Graduate Colloquium
Kolloquium über anwendungsorientierte Statistik

Research seminars

Talks in mathematical physics
Arbeitsgemeinschaft in Codierungstheorie und Kryptographie
Seminar PDE and Mathematical Physics
Ergodic Theory and Dynamical Systems Seminar
Oberseminar: Algebraische Geometrie
Geometrie-Seminar
Zurich Colloquium in Applied and Computational Mathematics
Seminar über stochastische Prozesse
Research Seminar on Statistics
Research Seminar in Applied Statistics
Epidemiology and Biostatistics Methods Seminar

Student seminars

Mathematikgeschichte im Überblick: Von den Babyloniern zur Neuzeit
Seminar on Matroids
Seminar: Automatic proofs of binomial sum identities
Seminar: Introduction to geometric measure theory and its applications
Seminar: Reaction-diffusion equations in Biology
Seminar on Symplectic Geometry
Numerisches Praktikum
Seminar in Numerik
Seminar über Wahrscheinlichkeitstheorie
Statistical Practice
Biostatistical Journal Club
Statistical Consulting
Research practical in biostatistics