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Heather Wilber is an Assistant Professor in the Department of Applied Mathematics at the University of Washington. Her research focuses on applied questions that inspire new ideas and designs in the analysis of numerical methods. Her work encompasses a range of topics, including intersection problems, approximation theory, and numerical linear algebra. Currently, Heather is engaged in several active projects related to the development of fast transforms, Fourier integral operators, direct solvers for elliptic partial differential equations, and nonlinear approximation methods with applications in numerical linear algebra and signal processing.
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