PhD Students

Post-Doc Students

Dr. Ali Hyder, Assistant Professor at TIFR, Bangalore (SNF Postdoc.Mobility Fellowship Return Grant, 1.11.2020-31.10.2021)

Bachelor & Master students

MSc Theses

  • Matasci Luca, Master Thesis: Viscosity Methods for the Homogenization of First Order Partial Differential Equations, April 2010, ETH, Zurich.
  • Nuo Chen, Master Thesis: Viscosity solutions of fully nonlinear elliptic partial differential equations September 2023, ETH, Zurich

BSc Theses

  • Pellegrini Fabio,Bachelor Thesis: Introduction to Conservation Laws, December 2010, ETH, Zurich.
  • François Chalus,Bachelor Thesis: Continuous viscosity solutions of Hamilton-Jacobi equations and existence/uniqueness results, June 2016, ETH, Zurich.
  • Stanislav Gnap,Bachelor Thesis: Theory of Distributions and applications, September 2016, ETH, Zurich.
  • Cecilia Lombardi, Bachelor Thesis: Area and Coarea Formulas, September 2017, ETH, Zurich.
  • Gustav Hermann,Bachelor Thesis: Differentiation of Measures, June 2017, ETH, Zurich.
  • Elyas Erdogan, Bachelor Thesis: Fouriertransformation von Distributionen und deren Anwendung auf partielle Di fferentialgleichungen, June 2017, ETH, Zurich.
  • Luca Fontana, Bachelor Thesis: Hausdorff Dimension and Fractal Geometry, June 2017, ETH, Zurich.
  • Adrien Weihs, Bachelor Thesis: Proof of an Isoperimetric Inequality through Couplings,June 2018, ETH, Zurich.
  • Daniel Paunovic, Bachelor Thesis: The wave equation and some related applications, Febraury 2019, ETH, Zurich.
  • Nadja Aoutouf, Bachelor Thesis: Poisson kernel and Hardy spaces, February 2019, ETH, Zurich.
  • Matteo Salerno, Bachelor Thesis: Functions of Bounded Variation in One Dimension, May 2021, ETH Zurich.
  • Sabrina Galfetti, Bachelor Thesis:Some pathological sets in the standard theory of Lebesgue measure, ETH Zurich, June 2021.
  • Enea Rossi, Bachelor Thesis: Lorentz Spaces: Interpolation and Duals, ETH Zurich, August 2021.
  • Silvan Suter, Bachelor Thesis: An Introduction to Capacity and Applications to Sobolev Functions, December 2021, ETH Zurich.
  • Antonio Casetta, Bachelor Thesis: An Introduction to the Fixed Point Theorems, May 2022, ETH Zurich.
  • Samuel Kunz, Bachelor Thesis: Covering theorems and applications, May 2022, ETH Zurich.
  • Nuo Chen, Bachelor Thesis: Isoperimetric inequalities July 2022, ETH, Zurich.
  • Lukas Hoffer, Bachelor Thesis: An excursion into Sobolev and Poincaré inequalities July 2022, ETH Zurich.
  • Samuel Huber, Bachelor Thesis: An Introduction to Littlewood-Paley Theory, January 2023, ETH Zurich.
  • Lorenz Zauater, Bachelor Thesis: The Cauchy-Kovalevskaya Theorem, April 2023, ETH Zurich.
  • Flavio Dalessi, Bachelor Thesis: An overview of Jordan measure, May 2023, ETH Zurich.
  • Nina Goldhirsch, Bachelor Thesis, Introduction to Nonlinear Analysis: Inversion Theorems and Applications, June 2023, ETH Zurich.
  • Daniele Valerio, Bachelor Thesis, ongoing, ETH Zurich.
  • Tristan Lovsin Barle,, Bachelor Thesis, ongoing, ETH Zurich.

Semester and Reading Papers

  • Antoine Gruet, Semester paper: The Ergodic Control in the Mean Field Game Theory, June 2017, ETH, Zurich.
  • David Aleman Espinosa, Semester paper: The dynamic programming principle and the finite horizon problem, July 2019, ETH, Zurich.
  • Lauro Silini, Reading paper: Some results about regularity of solutions to elliptic PDEs, November 2018, ETH, Zurich.
  • Karan Khazanchi, Reading paper: An extension problem related to the fractional Laplacian, by Caffarelli-Silvestre, September 2019, ETH, Zurich.
  • Tim Möbus, Semester paper: Existence of a Regular Solution of the Semigeostrophic Equations via Monge-Ampère, November 2019, ETH Zurich.
  • Francesco Fiorani, Reading paper: Classical maximum principles, September 2020, ETH Zurich.
  • Michele Caselli, Reading paper: Proof of De Giorgi's theorem via Moser's iteration scheme, September 2020, ETH Zurich.
  • Jonathan Junné, Reading paper: Generalized functions and tempered distributions, November 2020, ETH Zurich.
  • Zhanfeng Lim, Reading paper: Ishii's Lemma in the theory of viscosity solutions to second order elliptic PDEs, January 2021, ETH Zurich.
  • Eric Ströher, Semester paper: Maximum principle type properties of second order PDE's, June 2022, ETH Zurich.
  • Sabrina Galfetti, Semester paper: Caldéron Zygmund Theory, January 2023, ETH Zurich.
  • Leonardo Comi, Semester paper: Introduction to Optimal Control and Hamilton-Jacobi-Bellman equations, January 2023 , ETH Zurich.
  • Federica Casanova, Semester paper, ongoing, ETH Zurich.