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Structural Breaks and Shape Constraints Optimistic Search Strategy for Large Scale Change Point Problems Housen Li (University of Goettingen) 19 May 2022
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May 23rd, 2022
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Structural Breaks and Shape Constraints Isotonic Distributional Regression under Likelihood Ratio Ordering Lutz Duembgen (University of Bern) 18 May 2022
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May 19th, 2022
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Structural Breaks and Shape Constraints MARS via LASSO Aditya Guntuboyina (University of California, Berkeley) 17 May 2022
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May 17th, 2022
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Structural Breaks and Shape Constraints Shape Constraints Imposed by Linear Layers in Neural Networks Rebecca Willett (University of Chicago) 16 May 2022
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May 17th, 2022
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Structural Breaks and Shape Constraints Noisy Linear Inverse Problems Under Convex Constraints: Exact Risk Asymptotics in High Dimensions Qiyang Han (Rutgers University) 16 May 2022
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May 17th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Anisotropic, Adaptive Finite Elements for Academic and industrial Problems Marco Picasso (EPFL) 12 May 2022 This…
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May 16th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Accelerating Mesh Adaptation using Neural Networks Joseph Wallwork (Imperial College London) 12 May 2022 This…
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May 16th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Optimal Transport Meshes on the Sphere, and Coupling Moving Meshes to Fluid Equations Andrew McRae (University of…
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May 11th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs R-Adaptivity, Deep Learning and the Deep Ritz Method Simone Appella (The University of Bath) 11 May 2022 This…
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs A Surface Moving Mesh PDE Method Weizhang Huang 10 May 2022
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May 11th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Immersed Method with Metric Based Anisotropic Meh Adaptation for Computational Multiphase Flow Dynamics Thierry…
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May 11th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs A Level Set Based Mesh Evolution Method for Shape Optimisation Charles Dapogny (CNRS & Laboratoire Jean…
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May 11th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Optimal Transport Methods for Mesh Adaptation Chris Budd (University of Bath) 10 May 2022 This talk is being…
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May 11th, 2022
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Adaptive Moving and Anisotropic Meshes for the Numerical Approximation of PDEs Adaptive Non-Hierarchical Galerkin Methods for Parabolic Problems: Moving Mesh and Virtual Element Methods Andrea…
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May 10th, 2022
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Rational Points on Higher-Dimensional Varieties Rational Points on DP5's with a Conic Fibration Roger Heath-Brown (University of Oxford) 29 April 2022
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April 29th, 2022
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Rational Points on Higher-Dimensional Varieties The Number of Diagonal Planar Conics with a Point Nick Rome (University of Michigan) 28 April 2022
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April 29th, 2022
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