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Reconstruction of cracks and material losses by perimeter-like penalizations and phase-field methods: numerical results

Mathematics – Analysis of PDEs
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Reconstruction of material losses by perimeter penalization and phase-field methods

Mathematics – Analysis of PDEs
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Reconstruction of penetrable inclusions in elastic waves by boundary measurements

Mathematics – Analysis of PDEs
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Reconstruction of the singularities of a potential from backscattering data in 2D and 3D

Mathematics – Analysis of PDEs
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Reconstructions for some coupled-physics inverse problems

Mathematics – Analysis of PDEs
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Reconstructions from boundary measurements on admissible manifolds

Mathematics – Analysis of PDEs
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Reconstructions in Ultrasound Modulated Optical Tomography

Mathematics – Analysis of PDEs
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Recovering asymptotics of metrics from fixed energy scattering data

Mathematics – Analysis of PDEs
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Recovery of a source term or a speed with one measurement and applications

Mathematics – Analysis of PDEs
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Recovery of high frequency wave fields for the acoustic wave equation

Mathematics – Analysis of PDEs
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Recovery of high frequency wave fields from phase space based measurements

Mathematics – Analysis of PDEs
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Recovery of inhomogeneities and buried obstacles

Mathematics – Analysis of PDEs
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Rectifiability of Optimal Transportation Plans

Mathematics – Analysis of PDEs
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Rectifiability of sets of finite perimeter in Carnot groups: existence of a tangent hyperplane

Mathematics – Analysis of PDEs
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Recurrence in 2D Inviscid Channel Flow

Mathematics – Analysis of PDEs
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Reduced measures associated to parabolic problems

Mathematics – Analysis of PDEs
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Reduced Weyl asymptotics for pseudodifferential operators on bounded domains I. The finite group case

Mathematics – Analysis of PDEs
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Reduction Operators of Linear Second-Order Parabolic Equations

Mathematics – Analysis of PDEs
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Refined approximation for a class of Landau-de Gennes energy minimizers

Mathematics – Analysis of PDEs
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Refined asymptotics around solitons for gKdV equations

Mathematics – Analysis of PDEs
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