Sort by
Refine Your Search
-
Listed
-
Category
-
Country
- United States
- France
- Germany
- Sweden
- Portugal
- Belgium
- United Kingdom
- Norway
- Spain
- Singapore
- United Arab Emirates
- Austria
- China
- Poland
- Switzerland
- Denmark
- Italy
- Netherlands
- Estonia
- Greece
- Hong Kong
- Japan
- Canada
- Finland
- Luxembourg
- Malta
- Mexico
- Saudi Arabia
- Andorra
- Armenia
- Brazil
- Cyprus
- Czech
- India
- Ireland
- Morocco
- Romania
- Uzbekistan
- 28 more »
- « less
-
Program
-
Field
-
Efficient and Reliable Numerical Solution of Dynamic Optimization School of Electrical and Electronic Engineering PhD Research Project Self Funded Dr Yuanbo Nie Application Deadline: Applications
-
, numerical methods for multiphysics problems, and the development of numerical optimization methods for virtual design of metamaterials and structures. Do you want to be part of a dynamic research environment
-
, Infected macrophage populations. Perform parameter estimation using optimization and machine learning approaches Develop numerical schemes for high-dimensional structured PDEs (pseudospectral methods
-
of particle-handling systems for the space environment, including the development of robust design criteria · Couple physics-based models and numerical simulations with optimization algorithms
-
for the design and optimization of advanced structural materials. [1] https://www.pepr-diadem.fr/projet/ammetis-2/ [2] https://www.pepr-diadem.fr/ Where to apply E-mail mohamed.jebahi@ensam.eu Requirements
-
Inria, the French national research institute for the digital sciences | Palaiseau, le de France | France | 22 days ago
Website https://jobs.inria.fr/public/classic/en/offres/2026-09839 Requirements Skills/Qualifications Strong mathematical background. Knowledge in numerical optimization is a plus. Good programming skills in
-
to overcome the limitations of single-panel partitions. The work will involve analytical and numerical modeling of wave propagation and transmission, the design of hybrid ABH architectures, and the optimization
-
, Physics (computational or solid-state focus), or a related field Strong interest in additive manufacturing, topology optimization, computational design, and process modelling Background in numerical methods
-
reduce the overall weight of wind turbines. By innovating ways to lower mechanical loads on critical components and optimizing material usage, we aim to pave the way for a truly circular wind energy sector
-
for the design and optimization of advanced structural materials. [1] https://www.pepr-diadem.fr/projet/ammetis-2/ [2] https://www.pepr-diadem.fr/ Where to apply E-mail Mohamed.JEBAHI@ensam.eu Requirements