Complete curriculum vitæ: CV.pdf

Employment

07/2020–	Assistant Professor
	University of Ottawa (Canada)

10/2017–06/2020	Research Scholar / Visiting Assistant Professor
	Texas A&M University (USA)
	Mentor: Prof. Andrea Bonito

Education

09/2012–11/2016	PhD in Mathematics
	Ecole Polytechnique Fédérale de Lausanne (Switzerland)
	Thesis title: A posteriori error estimation for PDEs with random input data
	Thesis advisers: Prof. Fabio Nobile and Prof. Marco Picasso

02/2012–07/2012	Master thesis
	California Institute of Technology (USA)
	Thesis title: Adaptive data analysis methods for nonlinear and nonstationary data
	Thesis advisers: Prof. Thomas Y. Hou (Caltech) and Prof. Alfio Quarteroni (EPFL)

09/2010–07/2012	Master of Science in Applied Mathematics
	Ecole Polytechnique Fédérale de Lausanne (Switzerland)

09/2006–07/2010	Bachelor of Science in Mathematics
	Ecole Polytechnique Fédérale de Lausanne (Switzerland)

Teaching

Winter 2023	MAT 3741 - Algèbre linéaire appliquée	uOttawa	Instructor
Winter 2023	MAT 3341 - Applied Linear Algebra	uOttawa	Instructor
Fall 2022	MAT 2384 B - ODEs and Numerical Methods	uOttawa	Instructor
Winter 2022	MAT 3380 - Introduction to Numerical Methods	uOttawa	Instructor
Fall 2021	MAT 3530 - Introduction aux systèmes dynamiques	uOttawa	Instructor
Fall 2020	MAT 3130 - Introduction to Dynamical Systems	uOttawa	Instructor
Fall 2020	MAT 3530 - Introduction aux systèmes dynamiques	uOttawa	Instructor
Spring 2020	MATH 417 - Numerical Methods	TAMU	Instructor
Fall 2019	MATH 308 - Differential Equations	TAMU	Instructor
Spring 2019	MATH 304 - Linear Algebra	TAMU	Instructor
Spring 2017	Numerical Analysis for mechanical engineers	EPFL	Substitute instructor for 5 weeks
Spring 2016	Numerical Approximation of PDEs II	EPFL	TA
Fall 2015	Numerical Analysis for engineers	EPFL	TA
Spring 2015	Numerical Approximation of PDEs II	EPFL	TA
Fall 2014	Numerical Analysis for engineers	EPFL	TA
Spring 2014	Numerical Approximation of PDEs II	EPFL	TA
Fall 2013	Analysis I for life scientists	EPFL	TA
Spring 2013	Numerical Approximation of PDEs II	EPFL	TA
Fall 2013	Analysis I for physicist	EPFL	TA