# Cédric Beaume

## Applied Mathematician

### You are in Teaching

###### University of Leeds

**Level 3: MATH3001 Faster than Hamilton - Optimizing Formula 1 Strategies (2018–2024)**

Project: statistics, optimization, game theory.

Documents: project description, competition page

**Center for Doctoral Training in Fluid Dynamics: MATH5453 Foundations of Fluid Dynamics (2020–2023)**

Lecture: viscous flows, potential flows, convection, waves, Stokes flows, turbulence.

Documents: Module page

**Level 3: MATH3620 Fluid Dynamics 2 (2016–2023)**

Lecture: viscous flows, Stokes flows, boundary layers, potential flows, waves.

Documents: Module page

**Level 1: MATH1005 Core Mathematics (2023)**

Tutorials: calculus, linear algebra.

**Level 1: MATH1710 Probability and Statistics 1 (2022)**

Tutorials: some random statistics.

**Level 2: MATH2375 Linear Differential Equations and Transforms (2021)**

Tutorials: series solutions, Fourier transforms, separation of variables.

**Level 2: MATH2365 Vector Calculus (2019)**

Tutorials: differential operators, integration, coordinate systems.

**Level 3: MATH3001 Computational modelling of nonlinear dynamics: Chaos in the Lorenz equations (2016–2019)**

Project: derivation, stability analysis and numerical computation of the Lorenz system.

Documents: project description

**Level 1: MATH1010 Mathematics I (2016, 2018)**

Tutorials: limits, differentiation, integration.

**Level 2: MATH2640 Introduction to Optimization (2017)**

Tutorials: differential calculus, Lagrange multipliers.

**Level 1: MATH1055 Numbers and Vectors (2017)**

Tutorials: complex numbers, series.

###### Imperial College London

**MSc: AEM-ADV07 Fundamentals of Fluid Mechanics (2014, 2015)**

Lecture: viscous flows, boundary layers, potential flows.

Documents: lecture notes

###### University of Toulouse

**Licence 1: Physics (2012)**

Tutorial: electricity (Kirchhoff laws), non-galilean mechanics (inertial forces).

Documents: solutions of 2012 CC2

**Licence 2: Fluid Mechanics (2012)**

Lecture: statics, capillarity, kinematics, viscosity, incompressible dynamics.

**Licence 1: Mechanics (2010, 2011)**

Tutorial: kinematics, dynamics and energetics in non-galilean systems, friction, Kepler's laws.

**Master 2 Rercherche: High-Order Numerical Methods (2010)**

Lab: Galerkin method, 2D laplacian.

**Master 2 Professionel: Computational Environment (2010)**

Lecture: UNIX, shell, script, LaTeX.

Documents : chapter 1, chapter 2, chapter 3, chapter 4, solutions

**Licence 2: Mechanics (2010)**

Lab: inclined plane + gravity jet + viscometry.

**Licence 1: Physics (2009, 2010)**

Tutorial: dimensional analysis, friction, harmonic oscillators, circular motions, energetics.

Lab: inclined plane + variable g pendulum + torsion pendulum.

Documents: exercices on differential equations and solutions