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for scientific and engineering applications. Dynamical and complex systems: nonlinear dynamics, mathematical physics, network science, multiscale systems, and modeling of complex phenomena. Computational modeling
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discrete optimization, computational optimization, inverse problems, and optimization methods for scientific and engineering applications. Dynamical and complex systems: nonlinear dynamics, mathematical
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modeling of nonlinear phenomena, with a focus on the theory of partial differential equations. The laboratory is seeking an academic staff member who has an enthusiasm and passion for education and research
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Organization U.S. Department of Defense (DOD) Reference Code DEVCOM-SC-2026-0002F How to Apply Click on Apply at the bottom of the opportunity to start your application. Description The Department
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The Department of Physics and Institute of Astronomy at National Tsing Hua University, Taiwan | Taiwan, | Taiwan | 3 months ago
-edge theoretical and experimental research. Our department is home to a government-funded Center for Quantum Science and Technology, emphasizing our commitment to innovative and impactful research. We
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members conducting cutting-edge theoretical and experimental research. Our department is home to a government-funded Center for Quantum Science and Technology, emphasizing our commitment to innovative and
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and optoelectronics (inverse design, fabrication-aware modeling, nonlinear or multi-physics systems); Quantum and cryogenic platforms (noise modeling, calibration, control, materials–device coupling
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formatting and standards. Knowledge of game design principles and nonlinear narrative structures. Experience integrating generative AI tools into creative or pedagogical workflows. Why Join Berklee? This is a
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. Students will become familiar with film and video editing, learning tools, and time-saving techniques of nonlinear editing workflow. Approaches to editing specific types of programs such as interviews
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geometric topology; algebra, number theory and cryptography; dynamical systems; analysis and nonlinear/stochastic partial differential equations; mathematical physics. Outstanding candidates of all ranks will