Seismic imaging of a dam-rock interface using Full Waveform Inversion

Construction of pairwise orthogonal Parseval frames generated by filters on LCA groups

Sampling recovery in Bochner spaces and applications to parametric PDEs

Sampling methods for Bayesian inverse problems

Reliable and efficient a posteriori error estimates for the time-dependent wave equation

High dimensional approximation and applications

A posteriori error analysis for discontinuous Galerkin on polytopic meshes

Quantitative approximation of particle systems through SPDEs

Multigrid Monte Carlo revisited: fast inference in high dimensions

A Gonzalez scheme for smooth nonlinear contact conditions in time-domain wave propagation problems

Anisotropic adaptive finite elements for steady and unsteady problems

On uncertainty quantification of eigenvalue problems

Strictly equivalent a posteriori error estimators

Using weights for fun and profit: Weighted sparse and low-rank approximation

CANCELLED

Identification of microstructural information from macroscopic boundary measurements in linear elasticity

Multiscale wave propagation in time-varying media

Stochastic approximation for shape optimization under uncertainty

A posteriori error estimates robust with respect to nonlinearities and final time

A posteriori error estimates and adaptive error control for electromagnetic coefficient inverse problem in conductive media

PDE-regularized learning

Conforming Space-Time Finite Element Methods

Harmonic Analysis meets Applications: Wavelet-based Function Spaces and Optimal Approximations of their Embeddings

A Kernel-based Multilevel Approximation Method for Higher-Dimensional Problems on Sparse Grids

Recent Advanced in Interacting particle methods for Bayesian Inference

Convergence of empirical Galerkin FEM for parametric PDEs with sparse TTs

The cold-plasma model and simulation of wave propagation using B-Spline Finite Elements

Adaptive Coarse Space for Saddle Point problem

A least squares Hessian/Gradient recovery method for fully nonlinear PDEs in Hamilton–Jacobi–Bellman form (joint work wit Amireh Mousavi)

High-dimensional kernel approximation of parametric PDEs over lattice point sets

Towards robustness in shape optimization

Non-reflecting boundary conditions and domain decomposition methods for industrial flow acoustics

T-coercivity: a practical tool for the study of variational formulations

Stabilisation — using a multiplier strategy — of spurious high frequencies for high-order discretisations of the wave equation

On analytic and Gevrey class regularity for parametric elliptic eigenvalue problems (A. Chernov, T. Le)

Determination of a learnt best basis for two geoscientific inverse problems

Riccati-Feedback Stabilization of Optimal Control Problems with PDE Constraints

Structure-Preserving Model Reduction for Symmetric Second-Order Systems

Adaptive Approximation of Shapes

Introduction to finite element error estimates for optimal control problems with PDEs

Combined iterative methods for solving nonlinear equations with nondifferentiable operators

Optimality of adaptive stochastic Galerkin methods for affine-parametric elliptic PDEs

Some results on Perfectly Matched Layers (PML) for non-dispersive and dispersive Maxwell’s equations

Residual and restarting in Krylov subspace evaluation of the φ function

Adaptive algorithms for solution of an electromagnetic volume integral equation with application to microwave thermometry

Positivity Preserving Limiters for Time-Implicit Higher Order Accurate Discontinuous Galerkin Discretizations

Scales of Knowledge - Multilevel Minimization in Scientific Computing and Machine Learning

Machine Learning meets Numerical Simulation

Waves, learning, and inverse problems

High order finite element methods for inverse initial value problems and wave propagation in heterogeneous media

Splines in computer graphics and numerical methods

Wavenumber-explicit hp-FEM analysis for the Helmholtz equation in heterogeneous media

A Nonlinear Spectral Analysis of Gradient Flows

Nonlinear acoustics: time integration, optimization, and open domain problems

High-order finite element methods for the fractional Laplacian

Uniqueness and global convergence for a discretized inverse coefficient problem

Adaptive time-stepping for S(P)DEs with non-Lipschitz drift

Superconvergence of the Strang splitting when using the Crank-Nicolson scheme for parabolic PDEs with oblique boundary conditions

The Liouville equation, its extensions, and related optimal control problems

An evolutionary, fast, and oblivious compression approach to Volterra integral operators

Numerical methods for fractional PDEs with applications to spatial statistics

High order finite element discretizations of Helmholtz problems

On error estimates for optimal control problems with functions of bounded variation

Numerical aspects of elliptic diffusion problems on random domains

Aposteriori error analysis and adaptive schemes for the wave equation

Multirate explicit stabilized integrators for stiff differential equations

Quantitative seismic imaging using reciprocity waveform inversion with arbitrary probing sources

Adaptive Iterative Linearization Galerkin Methods for Nonlinear Partial Differential Equations

Some recent results on the approximation of conservation laws: revisiting the notion of conservation

Recent methods for solving the high-frequency Helmholtz equation on a regular mesh

Multilevel Uncertainty Quantification with Sample-Adaptive Model Hierarchies

Solution Spaces in Complex Systems Design

A reduced SQP Method for Shape Optimisation of Flow Control Problems

Nonlinear Spectral Decomposition

Geometry inpainting with preserving singularities and curvature

Probabilistic numerical methods, Bayesian inference and multiscale inverse problems

Optimal transport in seismic imaging based on full waveform inversion

Wavenumber-Explicit Analysis for High-Frequency Maxwell Equations

Transparent boundary conditions for sound propagation in human lungs, modelled by fractal trees

Spline curves in Riemannian Shape Spaces

On energy-stable discontinuous Galerkin approximations for scattering problems in complex elastic media with adaptive curvilinear meshes

Optimal transport in seismic imaging based on full waveform inversion

Machine Learning Driving Innovative Computing Concepts

An Adaptive Multiscale Approach for Electronic Structure Methods

Two-level Domain Decomposition preconditioners for Maxwell equations

Mesh Refinement for T-splines in any dimension

Optimal adaptivity in finite and boundary element methods

Aspects of Adaptive Galerkin FEM for random PDEs

A Mixed Finite-Element Method for Gas Transport on Pipeline Networks

SQP Methods for Shape Optimization Based on Weak Shape Hessians

Quantum Machine Learning (QML)

Local time discretisation based on transmission problem for linear wave equations: construction and analysis

Small volume asymptotics for elliptic equations and their use in impedance tomography

IGA BEM for Maxwell eigenvalue problems

Optimal integration in reproducing kernel Hilbert spaces

Reproducing kernel methods

Numerical homogenization beyond periodicity and scale separation with applications to wave propagation in heterogeneous media

Quasi-Optimal Schwarz Domain Decomposition Methods for Time Harmonic Waves

Algorithmic patterns for hierarchical matrices on many-core processors

Verifiable conditions for convergence rates of regularization methods for inverse problems

Hierarchical Tensor Approximation

Towards code modernization and porting on Intel many-core architecture: the story of Gadget code

Parabolic equations with random coefficients on moving hypersurfaces

Discontinuous Galerkin Method for seismic imaging in frequency domain

Robust Coarse Space Construction for Domain Decomposition Methods

Model-aware Newton-solver for electrical impedance tomography

Model order reduction with adaptive finite element POD and application to uncertainty quantification

Dimension-adaptive sparse grid simulations of multiscale viscoelastic flows

Intrinsic Finite Element Methods

Controllability method for time-harmonic wave equations

Crystallographic Applications of Uniform Distribution Theory

Multilevel Monte Carlo methods for multiscale problems

Conforming Approximations of Bingham Type Fluid Flows

Monte Carlo Methods and Mean Field Approximation for Stochastic Particle Systems

Schwarz Methods as Preconditioners for Non-linear Problems

Numerical modeling of light interaction with matter on the nanoscale using DGTD methods

Analytical and Numerical Homogenization of Maxwell's Equations

A fully discrete approximation of the one-dimensional stochastic wave equation

One Shot Inverse Scattering and Source Splitting

BEM++ - Efficient solution of boundary integral equation problems

Multilevel Monte Carlo methods for multiscale problems

Performance Engineering and Sparse Matrices: Introduction, applications and supercomputing

Mathematical Models of Mosquito Population Dynamics and Malaria

Ten good reasons for using kernel reconstructions in adaptive finite volume particle methods

Minimal energy problems with hypersingular Riesz potentials

Some examples of numerical resolution of PDEs from the physics with FreeFem++

Fourth order energy-preserving locally implicit discretization for linear wave equations

Preservation of Volumes in Nonholonomic Mechanics

Numerical analysis of boundary element methods for impedance transmission conditions

Analysis of explicit multirate Runge-Kutta schemes for conservation laws

Sparse grid quadrature and interpolation methods for solving the Schroedinger equation

Perturbation methods and low rank approximations for the Darcy equation with lognormal permeability

From asymptotic analysis for simulation to generalized Ventcel's boundary value problem

On the robustification of optimum experimental design problems

Inside-Outside Duality and Computation of Interior Eigenvalues from Far-Field Data

Efficient multigrid calculation of the far field map of the Helmholtz equation

The Hessian operator in Full Waveform Inversion: quantitative imaging of complex subsurface structures

A new approach to solve the inverse scattering problem for the wave equation

Adaptive Approximations of Parametric PDE-Constrained Control Problems

Stochastic Shape Optimization by Analogues from Operations Research

Collocation methods for nonlinear Riemann-Hilbert problems on doubly connected domains

On the optimization of current carrying multicables

On Uncertainties in Low-Frequency Electromagnetics

Exponential Krylov subspace time integration for electromagnetic modeling: some recent advances

Finite element approximation of large bending isometries

A mixed finite element method with exactly divergence-free velocities for incompressible magnetohydrodynamics

Adjoint methods for gradient-based optimization of oil recovery

A posteriori error analysis for optimal control problems governed by partial differential equations

Applications of Time Reversed Absorbing Condition

Repeated modifications of orthogonal polynomials by linear divisors

Numerics for Inverse Problems in Biomedical Imaging

Fast methods for computing pseudospectral quantities

Non-conforming high order methods for seismic wave propagations in heterogeneous media

The QDMRG algorithm and recent advances in tensor approximation

All-electron Density Functional Theory Calculations for atoms and molecules using Multiwavelets and Massively Parallel Architectures

Reduced Basis Surrogate Models for Parameter Optimization of Evolution Problems

A Heterogeneous Multiscale Method for highly-oscillatory Hamiltonian systems with solution-dependent frequencies

Time Domain Decomposition based on Multirate Multistep Timestepping Techniques for the Particle-In-Cell Method

Hierarchical Matrix Approximation with Blockwise Constraints and h-Independent Convergence for Elliptic Problems

Explicit continuous and discontinuous Galerkin methods for 3D seismic modeling with the second order wave equation

Probabilistic UQ for PDEs with Random Data: A Case Study

Stochastic partial differential equations: examples and recent results

Multi-level Monte Carlo Finite Element method for parabolic stochastic partial differential equations