Institut für Mathematik

Module

HS 23

Module im FS 24

Grundvorlesung

1st Year Study Center (Linear Algebra & Analysis)
Andrew Kresch
Lineare Algebra II
Andrew Kresch
Analysis II
Corinna Ulcigrai

Pflichtvorlesung

Numerik I
Rémi Abgrall
Stochastik
Jean Bertoin

Wahlmodul ab 4. Semester

Braids
Quentin Faes
Complex Analysis
Claire Burrin
Harmonic Analysis
Klaus Widmayer
Supersymmetry and Morse Theory
Morris Brooks
Introduction to Riemannian Geometry
Nima Moshayedi
Statistics for Mathematicians
Alexandre Bovet
Game Theory
Delia Marina Coculescu
Advanced Mathematics for Data Science
Ashkan Nikeghbali
Algebraic Combinatorics
Tsviqa Lakrec

Wahlmodul ab 5. Semester

Computational Finance
Selim Gökay
Codierungstheorie
Joachim Rosenthal
Introduction to mathematical finance
Delia Marina Coculescu
Geometry of Numbers
Alexander Gorodnik
Finite Fields - Theory and Applications
Niklas Gassner
Hierarchische Matrizen
Stefan Sauter
Survival Analysis
Torsten Hothorn

Wahlmodul ab Masterstufe

Counting in Negative Curvature
Pouya Honaryar
Hodge Theory and Algebraic Cycles part 2
Joseph Ayoub
Numerical Methods for Hyperbolic PDEs
Yongle Liu
Statistical Practice
Reinhard Furrer

Service Vorlesungen

Analysis f. Physikstudierende II
Anna Beliakova
Lineare Algebra II für Physik
Lennart Döppenschmitt
Stochastik für die Naturwissenschaften
Christoph Luchsinger
Analysis für die Chemie
Reinhard Furrer
Introduction to Probability
Michael Hediger
Introduction to Statistics
Zofia Baranczuk
Statistical Methods in Epidemiology
Beate Sick

Fachvorlesungen und Seminare für Studierende der PHZH

Grundbegriffe der Mathematik II (MA S420)
Claudia Albertini Schorn
Zahlentheorie (MA.S440)
Franz Xaver Müller

Graduate Course

Codierungstheorie
Joachim Rosenthal
Geometry of Numbers
Alexander Gorodnik
Harmonic Analysis
Klaus Widmayer
Counting in negative Curvature
Pouya Honaryar
Supersymmetry and Morse Theory
Morris Brooks
Hodge Theory and Algebraic Cycles part 2
Joseph Ayoub
Dynamics of Cocycles and Applications part 2
Artur Avila
Numerical Methods for Hyperbolic PDEs (DP)
Yongle Liu
Statistics for Mathematicians (DP)
Alexandre Bovet

Forschungsseminare

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
Geometrie-Seminar
Seminar über stochastische Prozesse
Research Seminar on Statistics
Research Seminar in Applied Statistics

Studentenseminare

Seminar: Introduction to Isogeny-based Cryptography
Seminar: Applied category theory
Seminar on Galois Theory
Seminar Mathematical Method of Classical Mechanics
Seminar: Nonstandard Analysis
Seminar intro to Partial Differential Equations
Seminar on Symplectic Geometry
Introduction to Spectral Theory and Applications to Quantum Mechanics
Numerisches Praktikum
Seminar: Intro to Game Theory
Seminar on Markov Models
Seminar in Data Science and Mathematical Modelling

Kolloquia

Zurich Colloquium in Mathematics
Zurich Graduate Colloquium
Zurich Colloquium in Applied and Computational Mathematics
Kolloquium über anwendungsorientierte Statistik