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-Doctoral Fellowship, Character and the Augustinian Tradition Position Type: Faculty Location: Villanova, PA Recruitment Type: Internal/External Applicants Work Schedule: full-time/9-months Department: 139
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and geometry on groups, harmonic functions, opinion dynamics and other stochastic processes on graphs Gil Ariel Bacterial swarming, collective motion in nature, stochastic thermodynamicsActive matter
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their geometry to external factors. Comcumitantly with these experimental works, this post-doctoral work will mostly focuses on advanced computational studies to understand the photophysical properties
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, etc.). Leveraging computational geometry methods for advanced manufacturing applications. Advancing topology optimization methods for lightweight and high-performance designs. Collaborating with faculty
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: Probability Theory, Geometry and Analysis Appl Deadline: 2025/09/25 11:59PM (posted 2025/08/25, listed until 2025/09/25) Position Description: Apply Position Description The Department of Mathematics
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, Quantum Geometry Prof. Moon Jip Park (Hanyang University) – Condensed Matter Physics, Topology, Non-Hermitian Systems, Statistical Physics Prof. Youngseok Kim (Ohio State University) – Quantum Computation
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National Aeronautics and Space Administration (NASA) | Fields Landing, California | United States | about 4 hours ago
must protect from extreme environments and phenomena, such as deformation, impact and high-enthalpy heating. Woven material performance depends on microstructure, damage and weave geometry. Therefore
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of quantum experiments and quantum algorithms for computational geometry problems. Prior expertise in these areas is highly encouraged. The selected candidate will work on cutting edge technologies in
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to investigate the parameters that control the triggering, speed and geometry of magmatic intrusion events at mid-ocean ridges, using dynamical models constrained with seismo-geodetic observations
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sections, cell geometry, etc.) on cell survival rates. The Institute of Physics of the Two Infinities (IP2I, ip2i.in2p3.fr) is a joint research unit of CNRS and Claude Bernard University Lyon 1 (UCBL). IP2I