Mya wé zon loo

About me:

Currently, I am pursuing my third year of PhD at Université Paris Cité and I am part of the Functional Analysis team of IMJ-PRG. I work under the supervision of Cosmin Burtea and David Gérard-Varet. I was granted the Cofund MathInParis-2020 scholarship for my PhD.

Previously, I obtained my bachelor's degree at IMSP in Benin, followed by a Master's in fundamental mathematics, also at IMSP. Subsequently, I was awarded the PGSM scholarship from FSMP, which allowed me to do Master 2 in Mathematical of Modeling at Sorbonne University. Here is my resume CV .

Email: marcel.zodji@imj-prg.fr LinkedIn: linkedin.com/in/sagbo-marcel-zodji-312750211

Main interests:

Qualitative properties for Navier Stokes equations for mixture of compressible fluids with density dependant viscosity (existence, uniqueness of solution and propagation of surface discontinuity),
Derivation of effective equations for wave propagation in bubbly liquids,
Study of global well-posedness of the Navier Stokes kortewerg equations with finite energy.

I dedicate my free time to assisting high school students with their math homework. It only takes up one hour per week, and generally, they just need a little help to understand some concepts. Don't hesitate to offer your assistance, it will be greatly appreciated. I usually find assignments on the website of the French government here.