Sort by
Refine Your Search
-
Listed
-
Country
-
Field
-
Sheets); accurately complete departmental forms and reports; read maps; read, interpret, and respond to traffic signs and signals; perform basic mathematical computations (including addition, subtraction
-
course objectives. Make optimal use of available technology to enhance instructional methods. Supplement and alter, where appropriate, lesson plans, assignments, tests, and materials. Maintain accurate
-
California State University, Long Beach | Long Beach, California | United States | about 2 hours ago
Machine Learning, Mathematics Modeling, Artificial Intelligence, Data Science, High-Performance Computing, or Optimization Successful experience at the post-doctoral level or in industry, ideally including
-
PhD fellowship (R1) to work on the MSCA project SAILING. The tasks to be carried out will be focused on developing a distributed energy optimization local controllers leading to the grid edge conceptual
-
implementing experiments, processing results, and preparing reports on the conducted research Participation in the development and optimization of existing research installations Collaboration in the selection
-
quantum networks, hybrid classical-quantum systems, and interoperable cultural co-design. By integrating mathematics, physics, computing, and communications engineering with sociocultural and ethical
-
Reservoir Computing (RC) architecture Optimised for long-range information propagation, adaptable to both photonic and electronic hardware platforms. Optimize the architecture for energy efficiency and real
-
/systems theory and optimization is desirable. Full details of how to apply can be found at the following link: https://www.sheffield.ac.uk/acse/research-degrees/applyphd Applicants can apply for a
-
Develop and optimize on‑chip immunosensing assays Integrate measurement modalities and validate device performance Run experiments with relevant immune cells and perturbations to generate dynamic signaling
-
, knowledge and experience: - Fluency in written and oral English - In-depth scientific knowledge in: mathematical optimization (convex optimization, operations research, fixed-point algorithms,...), inverse