# Teaching

## MAT1400 - Calcul 1 (Multivariable calculus 1)

Undegraduate course, Instructor of record, Université de Montréal, Fall 2017

This is the first course where students learn about multivariable calculus. The covered subjects start with sequence and series, before going into functions of more than one variables. We cover multivariable differential calculus (partial derivative, differentials, gradient, chain rule, level surfaces, optimisation, Lagrange multipliers) before introducing multivariable integral calculus (Iterated integrals, Fubini’s theorem, change of variables, Jacobians). My duties included designing and teaching the class, creating and marking exams, holding office hours and general administration of the course. The class consisted of two sections of 200 students. Read more

## MAT2050 - Analyse 2 (Analysis 2)

Undegraduate course, teaching assistant, Université de Montréal, Fall 2016

In this course, students put the theory of Riemann integration on a rigorous basis. The covered subjects include Riemann integration, the fundamental theorem of calculus and sequences and series of functions, including Taylor series, exponential and trigonometric functions and their inverses, as well as Fourier series. My duties included conducting a weekly exercise session, holding office hours and marking exams. Read more

## MAT2466 - Analyse appliquée (Applied Analysis)

Undegraduate course, teaching assistant, Université de Montréal, Fall 2015

In this course, students learn about some applications of analysis. The covered subjects include Fourier series, the Sturm-Liouville problem, Fourier transforms, separation of variables for partial differential equations, other sets of orthogonal functions and special functions. My duties included conducting a weekly exercise sessions and holding office hours. Read more

## MAT1000 - Analyse 1 (Analysis 1)

Undegraduate course, teaching assistant, Université de Montréal, Summer 2015

This course is a first introduction to rigorous real analysis. The students learn the axioms of real numbers, properties and convergence of sequences and series of real numbers, properties of continuous functions and differential calculus. My duties included conducting a weekly exercise session, holding office hours and marking exams. Read more

## MAT2050 - Analyse 2 (Analysis 2)

Undegraduate course, teaching assistant, Université de Montréal, Winter 2015

In this course, students put the theory of Riemann integration on a rigorous basis. The covered subjects include Riemann integration, the fundamental theorem of calculus and sequences and series of functions, including Taylor series, exponential and trigonometric functions and their inverses, as well as Fourier series. My duties included conducting a weekly exercise session, holding office hours and marking exams. Read more

## MAT1000 - Analyse 1 (Analysis 1)

Undegraduate course, teaching assistant, Université de Montréal, Fall 2014

This course is a first introduction to rigorous real analysis. The students learn the axioms of real numbers, properties and convergence of sequences and series of real numbers, properties of continuous functions and differential calculus. My duties included conducting a weekly exercise session, holding office hours and marking exams. Read more

## MAT1101 - Mathématiques fondamentales (Fundamental Mathematics)

Undergraduate course, teaching assistant, Université de Montréal, Winter 2013

This course is aimed at future high school teachers in mathematics at Université de Montréal. The students are introduced to the Peano axioms, the induction principle, Euclid’s algorithm, the construction of integers, rational, algebraic, real and complex numbers, cardinals and the fundamental theorem of algebra. My duties included conducting a weekly exercise session, holding office hours for student questions and marking exams. Read more