Sort by
Refine Your Search
-
Listed
-
Category
-
Country
-
Program
-
Field
-
analysis, numerical analysis, sampling methods, optimization, scientific computing, or related areas, together with research experience in at least one class of modern generative models, are
-
mathematics. This includes but is not limited to: mathematical foundations of AI and machine learning, inverse problems, optimization, numerical analysis. Qualifications A Ph.D. in mathematics is required
-
Eindhoven University of Technology (TU/e) | Eindhoven, Provincie Noord-Brabant | Netherlands | 26 days ago
-learning models can represent dynamical systems, how their stability and robustness can be characterized, and how controllers can be designed for them. Your work will combine rigorous theory, numerical
-
: Singularities, topology of singular spaces, applications to optimization. * Sebastien Roch: Discrete probability, applications in bioinformatics and networks. * Jose Israel Rodriguez: Applied and numerical
-
energy-system modelling, mathematical optimization, control, digital twins, or related areas. Strong programming and numerical modelling skills using Python, MATLAB/Simulink, Julia, hardware in the loop
-
for interdisciplinary research at the interface of energy systems, high-performance computing, and quantum computing Strong background in mathematics, optimization, numerical methods, or scientific
-
transition-state theory, molecular dynamics; (5) optimization theory, numerical analysis, and applied mathematics. Our Research Interests: The AI + Quantum Group focuses on the frontier of AI + Quantum
-
strong background and interest in energy, and especially in thermal energy systems (for steam production), (optimal) control (MPC), physics-based modelling and optimization. Numerical optimization
-
a highly motivated postdoctoral researcher with a solid background in one or more of the following areas: game theory, optimization algorithms, and numerical methods. The successful candidate will
-
. Applications are invited for a position in computational nonlinear dynamics and large-scale numerical modeling of semiconductor laser arrays at the College of Optics and Photonics (CREOL