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Cours
Numerical methods for differential equations in physics

Many physical phenomena are modeled at a macroscopic level by partial differential equations, in domains as diverse as fluid and solid mechanics,  electromagnetism, general relativity, quantum mechanics or astrophysics. These are mathematical expressions which impose a relation between partial derivatives of one or several multivariable functions. This course is meant as an introduction to numerical methods for the approximation of solutions to partial differential equations.

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Olga PETROVA

2016-2018

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Leonardo MAZZA

2015-2018

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Fedor LEVKOVICH-MASLYUK

2017-2020

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Andrei LAZANU

2018-2021

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Tamanna JAIN

2024-2026

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Michael KÖPF

2013-2015

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Anastasia FIALKOV

2013-2015

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Badih ASSAF

2014-2018