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(ERC) grants. In mathematics, the most popular research areas include probability theory, analysis and partial differential equations, algebraic geometry, topology and biomathematics. In computer science
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University of North Carolina at Charlotte | Charlotte, North Carolina | United States | about 21 hours ago
Experience Preferred qualifications include research and teaching experience in mathematics; a strong research interest in partial differential equations, mathematical physics, or related areas; evidence of
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of the physical–mathematical processes governing data acquisition (described by integral operators or differential equations) with operator learning and model-aware learning techniques, in order to design
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models, and associated problems in PDE, with emphasis on identifying both well- and ill-posed examples and the interplay between probabilistic analysis and the analysis of partial differential equations
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areas will be considered when selecting candidates: Machine Learning, Neural Networks, Numerical solutions of Partial Differential Equations and Stochastic Differential Equations, Numerical Optimization
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an individual prepared to teach mathematics courses ranging from developmental through differential equations, including linear algebra and statistics. Fifteen credit hours of instruction per semester, office
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nature, including mathematical biology, mathematical geosciences, applied partial differential equations, environmental and spatial statistics, scientific computing, and the scholarship of teaching and
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theory, dynamical systems, geometry, algebra, analysis and partial differential equations, applied mathematics and numerical analysis. The Department seeks to advance its robust agenda of research
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both pure and applied mathematics with groups in number theory, dynamical systems, geometry, algebra, analysis and partial differential equations, applied mathematics and numerical analysis
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on the analysis and simulation of nonlinear partial differential equations arising in the context of interacting species study of interaction systems with applications to developmental biology, such as pattern