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to polarization and nonlinear optical phenomena in measurement chains. Integrate and qualify optical and electronic components (PMTs, cameras, femtosecond lasers, filters, controllers, acquisition electronics
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and develop a nonlinear absorber to control very low-frequency vibrations in an underwater structure. The project will have a scientific focus on studies in vibroacoustics and nonlinear dynamics from
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position on Nonlinear Topological Metamaterials The goal of this work is to develop novel methods for nonlinear wave manipulation and topologically-protected waveguides, and to demonstrate these methods with
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of the mathematical Darboux Transformation in the optical domain resulting in the proposal of the Optical Darboux Transformer (ODT) device to control the nonlinear Fourier spectrum. You will develop your research, in
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background in (not necessarily all) the following fields: nonlinear PDEs, functional analysis, numerical analysis, PDE-based modeling and numerical simulations excellent command of the English language ability
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control systems aimed at transformative healthcare applications. The successful candidate will contribute to the design, modeling, and implementation of next-generation integrated platforms, including
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of the Optical Darboux Transformer (ODT) device to control the nonlinear Fourier spectrum. You will develop your research, in synergy with experimentalists at the AIPT, on the ODT applications in telecom, and for
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National Aeronautics and Space Administration (NASA) | Greenbelt, Maryland | United States | about 5 hours ago
Permanent Residents of the United States. A complete list of Designated Countries can be found at: https://www.nasa.gov/oiir/export-control . Eligibility is currently open to: U.S. Citizens; U.S. Lawful
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implement new nonlinear iterative solvers, with the goal of exploiting models of various complexity, ranging from high-performance computing, via reduced-order models to data-driven (machine-learned
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and dynamical mean-field-theory levels, metal-insulator and structural phase transitions, quantum critical points, nonlinear and anomalous responses, optical traps, quantum computation and information