Current courses
Algèbre I, Autumn 2013
Instructor
Course Description: First-year course on linear algebra.
Contents include abstract vector spaces, linear maps,
eigenvalues and eigenvectors, inner product spaces, spectral theorem.
Past Courses
Courses for which I was the instructor
- Analyse Numérique des Équations aux Dérivées
Partielles, Université de Genève, Autumn 2012
Course Description: Derivation of some PDEs of mathematical
physics. Finite difference and finite volume methods. Spectral methods.
Finite element methods: derivation and analysis. Time-dependent problems,
CFL condition.
- Analyse Numérique, Université de Genève, 2010–11,
2011–12 and 2012–13 (full year)
Course Description: Introduction to Scientific Computing and
analysis of numerical algorithms. Topics include numerical integration,
interpolation and approximation, numerical solution of ODEs, numerical
linear algebra and least squares, eigenvalue problems, solution of nonlinear
systems of equations.
- Mathématiques pour Informaticiens, Université de Genève, Winter 2010
Course Description: This is a first-year service
course for computer science students. It covers topics in calculus and
linear algebra usually seen in the second semester, such as differential
and integral calculus in several variables, bilinear and quadratic forms,
optimization and Fourier series. This course lays the theoretical foundations
for the second-year numerical analysis course, which is mandatory for
computer science students.
Courses for which I was a TA
- Analyse Numérique, Université de Genève, Autumn 2009
Instructor: Dr. Sébastien Loisel
- Analyse Numérique, Université de Genève, 2008–09 (full year)
Instructor: Prof. Martin Gander
- Analyse Numérique, Université de Genève, Winter 2008
Instructor: Prof. Martin Gander
- Introduction to Scientific Computing, Stanford University, Winter 2004
Instructor: Prof. Gene Golub
- Numerical Linear Algebra, Stanford University, Autumn 2003
Instructor: Prof. Gene Golub
- Data Structures and Algorithms, McGill University, Autumn 2000 & 2001
Instructor: Prof. Godfried Toussaint
Course-related material