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, quadrupolar nuclei, or two-dimensional NMR methods, is highly desirable. Experience with computational methods such as density functional theory calculations, geometry optimization, and prediction
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, quadrupolar nuclei, or two-dimensional NMR methods, is highly desirable. Experience with computational methods such as density functional theory calculations, geometry optimization, and prediction
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request). About the School The School of Mathematics (Zhuhai) at Sun Yat-sen University was established in October 2015. The School comprises four divisions: Analysis, Geometry and Algebra, Computational
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We are looking for a highly motivated candidate to pursue a PhD programme titled " CFD-informed finite element analysis for thermal control in wire-arc directed energy deposition ." This research
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Reachability Analysis Computational Geometry Context The applicant will be directly advised by Prof. Matthias Althoff ( https://www.ce.cit.tum.de/cps/members/prof-dr-ing-matthias-althoff/ ). Besides
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Description We have an opening for a Design Physics - Postdoctoral Researcher. We invite PhD graduates with expertise in computational and/or experimental physics (with an emphasis on dynamic behavior of
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AUSTRALIAN NATIONAL UNIVERSITY (ANU) | Canberra, Australian Capital Territory | Australia | about 22 hours ago
, applied and computational mathematics. Current research areas include algebraic geometry, representation theory, number theory, algebraic and geometric topology, nonlinear partial differential equations
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following areas: multi-view 3D reconstruction; computational geometry and 3D vision; plant or crop modelling; computer vision for robotics; multi-modal and multi-spectral sensing. About You You should
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computational methodologies with impactful applications, preferably in biotechnology, biomedicine, neuroscience, or related scientific domains. Exceptional candidates from other areas of applied mathematics
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mathematical and computational methodologies with impactful applications, preferably in biotechnology, biomedicine, neuroscience, or related scientific domains. Exceptional candidates from other areas of