Teaching
Undergraduate
Academic year | Class |
---|---|
spring 2024 | Analysis IV (Fourier Theory and Hilbert Spaces) for DMATH (ETH Zürich), course webpage |
fall 2023 | Analysis III for ITET (ETH Zürich), course webpage |
spring 2023 | Analysis IV (Fourier Theory and Hilbert Spaces) for DMATH (ETH Zürich), course webpage |
fall 2022 | Analysis III for ITET (ETH Zürich), course webpage |
fall 2021 | Analysis III for ITET (ETH Zürich), course webpage |
fall 2020 | Analysis III for ITET (ETH Zürich) |
fall 2019 | Analysis III for ITET (ETH Zürich) |
spring 2018 | Calculus & Probability I, Tutorial (University of Durham) |
spring 2018 | Analysis I, Tutorial, (University of Durham) |
fall 2017 | Calculus & Probability I, Tutorial, (University of Durham) |
fall 2017 | Partial Differential Equations III/IV, Lectures, Problem Classes, Final Exam, (University of Durham) |
Graduate lectures
Academic year | Class |
---|---|
fall 2023 | Mini-course at the Banach Center Oberwolfach Graduate Seminar: Optimal Transport Theory and Hydrodynamics (from Euler to Monge and vice versa) (Banach Center, Poland). |
fall 2022 | Graduate mini course An introduction to the Vlasov-Poisson system (CIRM, Marseille, France). |
spring 2022 | An introduction to mean-field limits for Vlasov equations (ETH Zürich) |
fall 2021 | Optimal Transport Crash Course at the Geometric Methods in Optimization and Sampling Boot Camp, Simons Institute for the Theory of Computing |
spring 2021 | Topics in non-collisional Kinetic Theory, graduate course (ETH Zürich) |
spring 2020 | Topics in Partial Differential Equations, graduate course (ETH Zürich), course webpage |
fall 2018 | Graduate course on Optimal transport methods in non-collisional Kinetic Theory at the Oberwolfach Seminar: Optional Transport Theory and Hydrodynamics (from Euler to Monge and vice versa) |