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Olivier Le Maître: Global Sensitivity Analysis in Stochastic Systems
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Numerical Analysis and Scientific Computing
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- 1 Pierre Alliez : Robust shape reconstruction through optimal transportation
- 2 Philippe Helluy: Discontinuous Galerkin solver design on hybrid computers
- 3 Anthony Nouy: Adaptive low-rank approximations for stochastic and parametric equations [...]
- 4 Victor Calo: Multiscale model reduction for flows in heterogeneous porous media
- 5 Gabriel Stoltz: An introduction to molecular dynamics
- 6 Martin Vohralík: Adaptive inexact Newton methods and their application to multi-phase flows
- 7 Tim Sullivan: Brittleness and robustness of Bayesian inference for complex systems
- 8 Céline Grandmont: Mathematical and numerical analysis of some fluid structure interaction problems 1
- 9 Céline Grandmont: Mathematical and numerical analysis of some fluid structure interaction problems 2
- 10 Céline Grandmont: Mathematical and numerical analysis of some fluid structure interaction problems 3
- 11 Céline Grandmont: Mathematical and numerical analysis of some fluid structure interaction problems 4
- 12 Carlo Barenghi: Classical and non-classical flows of superfluids
- 13 Didier Smets: Leapfrogging for the axisymmetric Gross-Pitaevskii equation
- 14 Natalia Berloff: Polariton graph simulators
- 15 Mechthild Thalhammer: High-order Magnus integrators for non-autonomous linear evolution equations
- 16 Anne de Bouard: Inhomogeneities and temperature effects in Bose-Einstein condensates
- 17 Kees Vuik: Krylov subspace solvers and preconditioners
- 18 Matthew Knepley: The Portable Extensible Toolkit for Scientific Computing
- 19 Frédéric Nataf: Domain decomposition, hybrid methods, coarse space corrections
- 20 Martin Gander: Time parallel time integration
- 21 Jack Dongarra: Algorithms for future emerging technologies
- 22 Jean-François Méhaut: Overview of architectures and programming language for parallel computing
- 23 Frédéric Desprez: OpenCL introduction
- 24 François Broquedis: A gentle introduction to parallel programming using OpenMP
- 25 Yvon Maday: Reduced basis methods
- 26 Frédéric Hecht: Tutorial with Freefem++
- 27 Sophie Ricci: Data assimilation training course @ CEMRACS: Introduction and variantional algorithms
- 28 Vivien Mallet: Introduction to data assimilation: Kalman filters and ensembles
- 29 Christophe Prud'homme: High performance computing with Feel++: applications and numerical methods
- 30 Pascal Hénon: Linear solvers for reservoir simulation
- 31 Francois-Xavier Roux: Efficient iterative solvers: FETI methods with multiple search directions
- 32 Philippe Ricoux: Multiple applications of high performance computing and numerical simulations...
- 33 Martin Vohralik: A posteriori error estimates and solver adaptivity in numerical simulations
- 34 Anthony Patera: Parametrized model order reduction for component-to-system synthesis
- 35 Pascal Omnes: Optimized Schwarz waveform relaxation methods: theory and applications
- 36 Fabrice Voitus: A discussion about the impact of scalability constraint on the design of ...
- 37 Mélanie Rochoux: Data-driven wildfire behavior modeling
- 38 Annabelle Collin: Modeling and data assimilation in cardiac electrophysiology
- 39 Thomas Dubos: High performance climate modelling : mimetic finite differences, and beyond ?
- 40 Dominique Chapelle: Direct and inverse biomechanical modeling of the heart
- 41 François Alouges : The sparse cardinal sine decomposition and applications
- 42 Greg Fasshauer: Some recent insights into computing with positive definite kernels
- 43 Maria Charina: Algebraic multigrid and subdivision
- 44 Ole Christensen: The unitary extension principle on LCA groups
- 45 Angela Kunoth: 25+ Years of Wavelets for PDEs
- 46 Hartmut Prautzsch: Spherical Splines
- 47 Peter Bürgisser: Condition: the geometry of numerical algorithms - Lecture 2
- 48 Peter Bürgisser: Condition: the geometry of numerical algorithms - Lecture 1
- 49 Sylvie Boldo : Arithmétique à virgule flottante : plaie ou terrain de jeu ?
- 50 Jean-Michel Morel: Detection theory and novelty filters
- 51 Yves Achdou: Numerical methods for mean field games - Introduction to the system of PDEs and...
- 52 Yves Achdou: Numerical methods for mean field games - Monotone finite difference schemes
- 53 Yves Achdou: Numerical methods for mean field games - Variational MFG and related algorithms for...
- 54 Mireille Bossy: Particle algorithm for McKean SDE : a short review on numerical analysis
- 55 Dan Crisan: Cubature methods and applications
- 56 Gilles Pagès: Optimal vector Quantization: from signal processing to clustering and ...
- 57 Jean-David Benamou: Dynamic formulations of Optimal Transportation and variational MFGs
- 58 Raúl Tempone: Adaptive strategies for Multilevel Monte Carlo
- 59 Plamen Turkedjiev: Least squares regression Monte Carlo for approximating BSDES and semilinear PDES
- 60 Raúl Tempone: Multilevel and Multi-index Monte Carlo methods for the McKean-Vlasov equation
- 61 Julia Charrier: Subsurface flow with uncertainty : applications and numerical analysis issues
- 62 Olivier Le Maître: Global Sensitivity Analysis in Stochastic Systems
- 63 Stefano Marelli: Metamodels for uncertainty quantification and reliability analysis
- 64 Benjamin Jourdain: The Metropolis Hastings algorithm: introduction and optimal scaling of...
- 65 Denis Belomestny: Projected particle methods for solving McKean Vlasov SDEs
- 66 Stefano De Marco: Some asymptotic results about American options and volativity
- 67 Ludovic Goudenège: Splitting algorithm for nested events
- 68 Mathieu Laurière: Mean field type control with congestion
- 69 Jérôme Lelong : Introduction to HPC - MPI : Design of parallel program and MPI
- 70 Jérôme Lelong : Introduction to HPC, Random generation and OpenMP
- 71 Emmanuel Gobet : Forward and backward simulation of Euler scheme
- 72 Thierry Sousbie: ColDICE: a parallel Vlasov-Poisson solver using moving adaptative simplicial [...]
- 73 Hans Z. Munthe-Kaas: Symmetry and computation (a few of my favourite things)
- 74 Ari Stern: Hybrid finite element methods preserving local symmetries and conservation laws
- 75 Evelyne Hubert: Invariants of ternary forms under the orthogonal group
- 76 Luigi Preziosi: Multi-level mathematical models for cell migration in dense fibrous environments
- 77 Emmanuel Maitre: Diffusion redistanciation schemes, Willmore problem and red blood cells
- 78 Arnaud Guyader: Rare event simulation for molecular dynamics
- 79 Manon Michel: From cluster algorithms to PDMP algorithms: a Monte Carlo story of symmetry...
- 80 Kurt Kremer: Multiscale modeling for soft matter - Perspectives and challenges
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- 82 Ben Adcock: Compressed sensing and high-dimensional approximation: progress and challenges
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- 84 Marcelo Pereyra: Bayesian inference and mathematical imaging - Lecture 2: Markov chain Monte Carlo
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- 86 Marcelo Pereyra: Bayesian inference and mathematical imaging - Lecture 4: mixture...
- 87 Marcelo Pereyra: Bayesian inference and mathematical imaging - Lecture 1: Bayesian analysis...
- 88 Tanja Tarvainen: Modelling of errors in photoacoustic tomography
- 89 Wim Martens: Graph data management – lecture 2
- 90 Wim Martens: Graph data management – lecture 1
- 91 Nicole Schweikardt: Databases and descriptive complexity – lecture 1
- 92 Nicole Schweikardt: Databases and descriptive complexity – lecture 2
- 93 Robert Eymard: Gradient Discretisations: Tools and Applications
- 94 Erik Burman: Combining cut element methods and hybridization
- 95 Donatella Marini: Virtual element approximation of magnetostatic
- 96 Jérôme Bonelle: Polyhedral discretizations for industrial applications
- 97 Simone Göttlich: Traffic flow models with non-local flux and extensions to networks
- 98 Claire Chainais-Hillairet: Finite volume methods for dissipative problems - Lecture 3
- 99 Claire Chainais-Hillairet: Finite volume methods for dissipative problems - Lecture 2
- 100 Claire Chainais-Hillairet: Finite volume methods for dissipative problems - Lecture 1
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- 102 Laura Grigori: Challenges in achieving scalable and robust linear solvers
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- 104 Andy Wathen: Parallel preconditioning for time-dependent PDEs and PDE control
- 105 Valeria Simoncini: Computational methods for large-scale matrix equations and application to PDEs
- 106 Martin J. Gander: Multigrid and Domain Decomposition: Similarities and Differences
- 107 Jan Giesselmann: Relative entropy for the Euler-Korteweg system with non-monotone pressure
- 108 Vivien Kendon: How to compute using quantum walks
- 109 Berit Stensønes: Sup-norm estimates for $\overline{\partial }$ in $\mathbb{C}^{3}$
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- 111 Edda Klipp: Cell processes in space and time -- exemplified with yeast mating
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- 113 Giray Ökten: Number sequences for simulation - lecture 2
- 114 Giray Ökten: Derivative pricing, simulation from non-uniform distributions - lecture 3
- 115 Gunther Leobacher: Quasi Monte Carlo Methods and their Applications
- 116 Gunther Leobacher: Stochastic Differential Equations
- 117 Shi Jin: Efficient Numerical Methods for Particle Systems - lecture 2
- 118 Shi Jin: Asymptotic preserving methods for multi-scale physical problems - lecture 1
- 119 Paola Boito: Topics in structured linear algebra - lecture 2
- 120 Paola Boito: Topics in structured linear algebra - lecture 1
- 121 Weizhu Bao: Collective dynamics of quantized vortices in superfluidity and superconductivity
- 122 Jingwei Hu: New stability and convergence proof of the Fourier-Galerkin spectral method for the...
- 123 Mohammed Lemou: Highly-oscillatory evolution equations: averaging and numerics
- 124 Li Wang: An asymptotic preserving method for Levy Fokker Planck equation with fractional...
- 125 Martin Frank: Dynamical low-rank approximation for radiation transport
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- 129 Fengyan Li: A reduced basis method for radiative transfer equation
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- 132 Olivier Lafitte: Coupling models instead of coupling codes: two toy examples
- 133 Anthony Nouy: Approximation and learning with tree tensor networks - Lecture 2
- 134 Anthony Nouy: Approximation and learning with tree tensor networks - Lecture 1
- 135 Albert Cohen: Theory of approximation of hight-dimensional functions - lecture 2
- 136 Tony Lelièvre: Molecular dynamics algorithms: numerical and mathematical analysis
- 137 Ludovic Berthier: Monte carlo simulations for systems with glassy dynamics
- 138 Martin Gander: On the invention of iterative methods for linear systems
- 139 Gérard Meurant: Detection and correction of silent errors in the conjugate gradient algorithm
- 140 Jesús María Sanz-Serna: Gauss's Gaussian quadrature
- 141 Lothar Reichel: Approximation of Stieltjes matrix functions by rational Gauss-type quadrature rules
- 142 Yousef Saad: Subspace iteration and variants, revisited
- 143 Irène Gamba: Quasilinear diffusion of magnetized fast electrons in a mean field of quasi-particle...
- 144 Cory Hauck: Approximate entropy-based moment closures
- 145 Mioara Joldes: Validated symbolic-numerci algorithms and practical applications in aerospace
- 146 Magali Ribot: Models from mixture theory for biofilm growth
- 147 Edriss Titi: Mathematical analysis of geophysical models
- 148 Silke Glas: Symplectic model reduction of Hamiltonian systems on nonlinear manifolds
- 149 Stefano Stramigioli: Dual field port-Hamiltonian systems
- 150 Elena Celledoni: Deep learning of diffeomorphisms for optimal reparametrizations of shapes
- 151 Mats Gustafsson: Bandwidth bounds based on Herglotz-Nevanlinna functions and optimization
- 152 Patrick Joly: Long time behaviour of the solution of Maxwell’s equations in dissipative Lorentz...
- 153 Kristin Swanson: Every patient deserves their own equation: Sex, drugs and radiomics of brain Cancer
- 154 Barbara Kaltenbacher: Imaging with nonlinear and fractionally damped waves
- 155 Jinchao Xu: A Mathematical Introduction to Deep Learning
- 156 Andy Wathen: Preconditioning for Parallel-in-time
- 157 Olga Mula Hernandez: PinTS cheme using time as a parameter
- 158 Felix Kwok: Analysis of a Three-Level Variant of Parareal
- 159 Gabriele Ciaramella : Onwaveform-relaxation methods for wave-type equations
- 160 Giacomo Dimarco: Numerical methods and uncertainty quantificationfor kinetic equations - lecture 2
- 161 Giacomo Dimarco: Numerical methods and uncertainty quantificationfor kinetic equations - lecture 1
- 162 Victorita Dolean: An introduction to domain decomposition methods - lecture 2
- 163 Victorita Dolean: An introduction to domain decomposition methods - lecture1
- 164 Stefan Volkwein: Introduction to PDE-constrained optimization - lecture 2
- 165 Stefan Volkwein: Introduction to PDE-constrained optimization - lecture 1
- 166 Johannes Söding : Fast structure and positional ortholog searching and viral metagenome assembly
- 167 Burkhard Rost : Artificial Intelligence captures language of life written in proteins
- 168 Marylou Gabrié: Enhancing sampling with learned transport maps
- 169 Andrea Beck: Towards data-driven high fidelity CFD - Lecture 1
- 170 Andrea Beck: Towards data-driven high fidelity CFD - Lecture 3
- 171 Andrea Beck: Towards data-driven high fidelity CFD - Lecture 2
- 172 Leonardo Zepeda-Núñez : Data-driven latent representations for time-dependent problems - Lecture 1
- 173 Leonardo Zepeda-Núñez : Data-driven latent representations for time-dependent problems - Lecture 2
- 174 Leonardo Zepeda-Núñez : Data-driven latent representations for time-dependent problems - Lecture 3
- 175 Siddhartha Mishra: Learning operators - Lecture 1
- 176 Siddhartha Mishra: Learning operators - Lecture 2
- 177 Siddhartha Mishra: Learning operators - Lecture 3
- 178 Jinchao Xu: Finite neuron method - lecture 2
- 179 Jinchao Xu: Finite neuron method - lecture 3
- 180 Jinchao Xu: Finite neuron method - lecture 1
- 181 Olga Mula: Linear and nonlinear schemes for forward model reduction and inverse problems - Lecture 3
- 182 Olga Mula: Linear and nonlinear schemes for forward model reduction and inverse problems - Lecture 2
- 183 Olga Mula: Linear and nonlinear schemes for forward model reduction and inverse problems - Lecture 1
- 184 Nicolas Chopin: An introduction to state-space models, particle filters, and Sequential...-Lecture 1
- 185 Nicolas Chopin: An introduction to state-space models, particle filters, and Sequential...-Lecture 2
- 186 Benjamin Jourdain : Numerical methods for SDEs with singular coefficients - Lecture 2
- 187 Benjamin Jourdain : Numerical methods for SDEs with singular coefficients - Lecture 1
- 188 Benjamin Jourdain : Numerical methods for SDEs with singular coefficients - Lecture 3
- 189 Maarten Bullynck: The crossing paths of Mandelbrot and Schützenberger: an episode of crossovers...
- 190 Wolfgang Arendt: Parabolic Maximal Regularity Applied to Diffusion Networks
- 191 Dave Hewett: Numerical quadrature for singular integrals over self-similar measures on fractal sets
- 192 Dejan Slepčev: Gradient flows for sampling and their deterministic interacting particle (...)
- 193 Barbara Gris: An implicit formulation for incorporating different priors into a deformation model
- 194 Yousef Saad: The linear algebra of Large Language Models
- 195 Lothar Reichel: Convergence analysis and parameter choice for the iterated Arnoldi-Tikhonov method
- 196 Anne Greenbaum: When is the resolvent like a rank one matrix ?
- 197 Martin Gander: What is new in domain decomposition ?
- 198 Tobias Mai : The Fuglede-Kadison determinant of matrix-valued semicircular elements and (...)
- 199 Julie Delon: Wasserstein barycenters for generic transport costs
- 200 Virginie Ehrlacher: New dynamical low-complexity approximations for the Schrödinger equation
- 201 Maria-Lucia Sampoli: Hierarchical matrices for 3D Helmholtz problems in multi-patch IgA-BEM setting
- 202 Moritz Frewein: Introduction to the TexTOM
- 203 Moritz Frewein: Basics in Texture Analysis
- 204 Francois Charton: Symbolic language models: applications and interpretability - lecture 2
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- 206 Marc Moreno Maza: Polyhedral sets, lattice points, optimizing compilers and computer... - lecture 2
- 207 Marc Moreno Maza: Polyhedral sets, lattice points, optimizing compilers and computer... - lecture 1
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- 209 Nana Liu: Quantum simulation of partial differential equations via Schrodingerisation - Lecture 1
- 210 Thomas Ayral: Paradigms for the algorithms on different technologies - Lecture 2
- 211 Thomas Ayral: Paradigms for the algorithms on different technologies - Lecture 1
- 212 Amine Marrakchi: Strongly ergodic equivalence relations and full factors
