Sort by
Refine Your Search
-
Listed
-
Category
-
Program
-
Employer
-
Field
-
or Biotechnology Engineering. This is a full-time, tenure-track faculty position focused on bridging the gap between academic theory and industrial practice. The successful candidate will play a key
-
of materials. The position requires extensive knowledge in performing quantum mechanical calculations (e.g., first principles density functional theory (DFT)) to elucidate complex reaction mechanisms occurring
-
of tensors and tensor calculus to neutron interactions and material properties. Topology: Study of topological spaces in statistical physics and phase theory. Group Theory: Use Lie groups to analyze symmetries
-
advanced characterization methods of inorganic materials and their assemblies, ideally with a focus on battery materials. Demonstrated proficiency in Density Functional Theory (DFT) and/or Molecular Dynamics
-
to Semiconductor Physics: Semiconductor materials, band theory, charge transport, and devices. Microwave and RF Engineering: Principles of microwave propagation, waveguides, and RF components. Electronics Lab
-
development, social behavior, strategic governance, education, migration, or resilience. Introduce and apply tools such as agent-based modeling (ABM), system dynamics, network analysis, game theory, and
-
algorithms, optimization routines, and simulation-based decision tools. Support project-based learning with practical applications in PDEs, ODEs, discrete optimization, and control theory. Provide expertise in
-
, code, and results. Contribute to the preparation of research papers, reports, and presentations to share findings with the scientific community and project stakeholders. Experience and Qualifications: A
-
optimal control theory. Proficiency in programming languages (Python, MATLAB) and experience with AI/ML frameworks (TensorFlow, PyTorch, Scikit-learn). Experience in data-driven modeling, deep learning, and
-
properties. Topology: Study of topological spaces in statistical physics and phase theory. Group Theory: Use Lie groups to analyze symmetries and interactions in neutron systems. Probability and Statistics