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Portail > Offres > Offre UMR5208-VINCAL-005 - Post-doctorat (H/F) en mathématiques avec applications à la biologie

Post-doctoral fellowship in mathematics with applications to biology (M/F)

This offer is available in the following languages:
Français - Anglais

Date Limite Candidature : jeudi 4 février 2021

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General information

Reference : UMR5208-VINCAL-005
Workplace : VILLEURBANNE
Date of publication : Monday, January 04, 2021
Type of Contract : FTC Scientist
Contract Period : 12 months
Expected date of employment : 1 September 2021
Proportion of work : Full time
Remuneration : Between 2728€ and 3881€ monthly gross salary, depending on the past research experience
Desired level of education : 5-year university degree
Experience required : 1 to 4 years

Missions

The fellow will participate in the research activities of the Institute Camille Jordan, within the European project ERC WACONDY "Waves and concentration dynamics in biology", coordinated by Vincent Calvez.

Activities

Research, participation in lab meetings and seminars.

Skills

The fellow will contribute to the modeling, analysis and numerical analysis of asymptotic problems in the life sciences. This includes various classes of PDE, as kinetic equations, Hamilton-Jacobi equations, reaction-diffusion equations, and integro-differential equations, as well as asymptotic preserving schemes. The ability to interact with biologists or biophysicists will be considered as a valuable skill.

Work Context

The fellow will be part of the Institute Camille Jordan (ICJ). He/she will have the opportunity to interact with Vincent Calvez (PI of the project), as well as Hélène Hivert (ICJ) for the numerical aspects, and Florence Débarre (IEES, Paris), for the modeling aspects.

Constraints and risks

The hiring process and the conditions of work will be adapted to the current sanitary issues.

Additional Information

The duration of the contract is one year, possibly renewable.
The application file shall contain : a cover letter, a full CV with a complete list of publications, the name and contact details of two academic referees, and a short research statement (no more than two pages).

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