TALK KEYWORD INDEX
This page contains an index consisting of author-provided keywords.
| A | |
| a posteriori error estimate | |
| adaptive algebraic multigrid | |
| adaptive algorithms | |
| adaptive coarse spaces | |
| adaptive domain decomposition methods | |
| adaptive mesh refinement | |
| additive Schwarz | |
| advection | |
| advection-diffusion | |
| aggregation | |
| algebraic multigrid | |
| algebraic multigrid (AMG) | |
| algebraic preconditioner | |
| algorithmic resilience | |
| all-at-once discretization | |
| All-in-one solvers | |
| AMG (algebraic multigrid) | |
| AMG-preconditioned Krylov | |
| AMGe | |
| analytic compression | |
| Anderson acceleration | |
| Arnoldi expansion | |
| artificial intelligence | |
| asymptotic-preserving | |
| asynchronous | |
| asynchronous iterative linear solver | |
| asynchronous iterative methods | |
| asynchronous Jacobi method | |
| Asynchronous methods | |
| augmented lagrangian | |
| B | |
| Backward Error | |
| backward stability | |
| batched GEMM | |
| Bayesian inverse problems | |
| Bayesian Optimization | |
| BDDC | |
| Biot Equations | |
| block GMRES | |
| Block Krylov Subspace methods | |
| Block preconditioners | |
| block Toeplitz systems | |
| block vector | |
| block-structured relaxation | |
| Boltzmann transport equation | |
| C | |
| C-AMG smoothers | |
| canonical correlation analysis | |
| chaos | |
| Chebyshev | |
| Chebyshev approximation | |
| Chebyshev polynomials | |
| Cholesky factorization | |
| climate | |
| Closures | |
| coarsening quality | |
| collaborative autonomy | |
| collective multigrid | |
| companion linearization | |
| Concentration Inequalities | |
| conformal mapping | |
| conjugate gradient method | |
| Conjugate heat transfer | |
| Conservation laws | |
| conservative | |
| Consistency and inconsistency | |
| Constrained Optimization | |
| continuous finite element | |
| convection-diffusion problems | |
| convergence acceleration | |
| Convolutional Neural Networks | |
| coupled models | |
| Coupled systems | |
| Coupling | |
| Credible Interval | |
| CUR decomposition | |
| D | |
| data corruption and delay | |
| data-driven discretization | |
| Data-Driven Modeling | |
| Deblurring | |
| decentralized computing | |
| deep learning | |
| Deep Neural Networks | |
| deflated conjugate gradient | |
| DEIM | |
| diffusion synthetic acceleration | |
| Dimensionality Reduction | |
| Dirichlet-Neumann method | |
| discrepancy principle | |
| dispersion | |
| distance laplacian | |
| Domain decomposition | |
| Domain Decomposition based pre-conditioner | |
| Domain Decomposition Methods | |
| Drift-diffusion equations | |
| Dynamic inverse problem | |
| E | |
| earth system models | |
| Eddington factor | |
| Edge-preservation | |
| eigensolver | |
| eigenvalue detection | |
| elliptic partial differential equations (PDE) | |
| energy minimization prolongation | |
| Epidemiology | |
| evolutionary | |
| exponential fitting | |
| exponential residual | |
| exponential time integration | |
| F | |
| fast direct solver | |
| FEM | |
| FETI-DP | |
| Feynman-Kac | |
| finite element | |
| Finite Element Method | |
| finite-element computations | |
| fixed-point methods | |
| Flexible GMRES | |
| flexible methods | |
| flexible preconditioning | |
| fractional parabolic equations | |
| fusion | |
| G | |
| Gateaux derivative | |
| GCR | |
| generalized Golub-Kahan | |
| generalized moving least squares | |
| genetic algorithm | |
| Global and local conservation | |
| global coarsening | |
| Global Convergence | |
| GMRES | |
| Golub-Kahan Bidiagonalization | |
| GPU | |
| GPU (graphical processing units) | |
| GPU acceleration | |
| GPU algorithm | |
| GPU-Accelerated | |
| GPUs | |
| graph Laplacian | |
| graph network | |
| graph neural network | |
| Graph Neural Networks | |
| Graphical LASSO | |
| graphnet | |
| gyrokinetic | |
| H | |
| Helmholtz decomposition | |
| Helmholtz equation | |
| Heterogeneous Time-stepping | |
| hierarchical matrices | |
| hierarchical matrix | |
| high performance computing | |
| High-order | |
| high-order methods | |
| history matching | |
| HOLO | |
| HPC | |
| Hutchinson's trace estimator | |
| hybrid methods | |
| Hybrid Regularization | |
| hyperbolic | |
| Hyperbolic conservation laws | |
| I | |
| ICF | |
| IMEX | |
| Implicit | |
| Implicit Methods | |
| Implicit Runge-Kutta | |
| Incompressible flow | |
| Indefinite systems | |
| infinite Arnoldi | |
| initial iterate | |
| inner stopping criteria | |
| Interior point methods | |
| interior-point method | |
| interpolation | |
| Intrinsic dimension estimation | |
| inverse problems | |
| Isogeometric Analysis | |
| iterative linear solver | |
| Iterative Methods | |
| iterative methods for linear systems | |
| Iterative Methods for Neural Networks | |
| Iterative Randomized Solver | |
| iterative refinement | |
| Iterative solution methods | |
| Iterative solver | |
| Iterative solvers | |
| iterative triangular solvers | |
| J | |
| Jacobi Iteration | |
| Johnson-Lindenstrauss | |
| K | |
| kernel-capturing multigrid | |
| kinetic plasma model | |
| Krylov methods | |
| Krylov Recycling | |
| Krylov solvers | |
| Krylov space methods | |
| Krylov subspace method | |
| Krylov subspace methods | |
| Krylov Subspace Recycling | |
| Krylov subspaces | |
| Krylov-Schur | |
| L | |
| Lagrange multipliers | |
| learning multigrid | |
| Level set method | |
| linear equations | |
| linear Maxwell equatios | |
| Linear operators | |
| linear programming | |
| linear solvers | |
| Lippmann Schwinger Equation | |
| Liquid Crystals | |
| local Fourier analysis | |
| local smoothing | |
| localization | |
| Localized Orthogonal Decomposition Method | |
| locally implicit method | |
| locally refined spatial grids | |
| Logically Rectangular Grid | |
| loss of orthogonality | |
| Low Rank Approximation | |
| low-rank approximation | |
| Low-rank approximations | |
| Low-rank methods | |
| low-rank tensors | |
| low-synchronization algorithms | |
| lp norms | |
| M | |
| machine learning | |
| magnetized plasma | |
| magnetohydrodynamics | |
| mass matrix | |
| matrix exponential | |
| matrix inverse | |
| matrix-free | |
| matrix-free methods | |
| meshfree methods | |
| MFEM | |
| MHD | |
| Microreactor | |
| mimetic finite differences | |
| MINRES | |
| mixed precision | |
| Mixed-Precision Arithmetic | |
| mixed-precision computing | |
| Model order reduction for dynamical systems | |
| Monolithic multigrid | |
| monotone scheme | |
| Monte Carlo | |
| Monte Carlo methods | |
| MPACT | |
| multi-scale | |
| multi-secant | |
| multi-view learning | |
| multidomain | |
| multigrid | |
| Multigrid Method | |
| Multigrid methods | |
| multigrid reduction in time (MGRIT) | |
| multigrid-in-time | |
| multilevel iteration methods | |
| multilevel methods | |
| Multilevel Monte Carlo | |
| multilevel Monte Carlo (MLMC) | |
| multilevel preconditioners | |
| Multiphysics | |
| multiphysics coupling | |
| Multiple rhs | |
| multiple right hand sides | |
| multirate | |
| multiscale | |
| Multiscale Finite Elements | |
| multivariate interpolation | |
| N | |
| Navier-Stokes equations | |
| Neutron Transport | |
| Newton's method | |
| Newton--Krylov methods | |
| Newton-Krylov-multigrid methods | |
| Non-linear elliptic BVP | |
| Nonlinear Diffusion Acceleration | |
| Nonlinear Domain Decomposition Methods | |
| nonlinear iteration | |
| Nonlinear iterative solvers | |
| nonlinear optimization | |
| nonlinear preconditioning | |
| nonlinear projection | |
| nonlinear solver | |
| Nonlinear Solvers | |
| nonlinear system solvers | |
| nonpolynomial bases | |
| Nonsymmetric linear systems | |
| numerical simulation | |
| O | |
| ocean-atmosphere | |
| ODEs on low-rank manifolds | |
| Optimal Control | |
| optimal local approximation spaces | |
| Optimal Transport Problem | |
| optimization | |
| orthogonal Hessenberg reduction | |
| Overlapping Schwarz | |
| overlapping Schwarz methods | |
| P | |
| parallel communication | |
| parallel computing | |
| parallel in time | |
| parallel performance | |
| parallel-in-time | |
| parameterized linear systems | |
| Parareal | |
| partial differential equations | |
| Particle-in-Cell | |
| partitioned schemes | |
| PDE-constrained optimization | |
| PDEs on surfaces | |
| phi matrix function | |
| Physics-Based Preconditioning | |
| plasma | |
| Plasma Physics | |
| plasmoid instability | |
| PN junction | |
| Poisson | |
| polynomial bases | |
| Polynomial preconditioning | |
| Poroelasticity | |
| Powell-Symmetric-Broyden | |
| precoditioning | |
| Preconditioned Iterative Methods | |
| preconditioned Krylov subspace methods | |
| preconditioner | |
| Preconditioning | |
| pressure projection | |
| Probabilistic Rounding Analysis | |
| Prolongation | |
| Proximal Methods | |
| Pseudospectra | |
| Q | |
| Quasi Static | |
| Quasi-Monte Carlo | |
| Quasi-Newton | |
| R | |
| Rademacher Random Vectors | |
| radial basis functions(RBF) | |
| radiation transport | |
| Randomised numerical linear algebra | |
| randomization | |
| randomized eigensolvers | |
| randomized solvers | |
| Rank Structured Matrices | |
| RASPEN | |
| redistribution | |
| Reduced Order Models | |
| Reduction-Based Multigrid | |
| Regularization | |
| remap | |
| repeated domain partitioning | |
| reservoir simulation | |
| Residual Estimation | |
| resilient computing | |
| restarting | |
| restricted additive Schwarz | |
| Restricted SVD | |
| Rightmost eigenmatrices | |
| risk-adverse optimal control under uncertainty conditional value at risk | |
| Ritz values | |
| S | |
| Saddle point linear system | |
| Saddle-point problems | |
| Saddle-point systems | |
| Scharfetter-Gummel scheme | |
| sea-ice | |
| Sequence of Eigenvalue Problems | |
| sequentially quadratic programming | |
| shallow water equations | |
| Shifted Laplace preconditioner | |
| shifted linear systems | |
| sine transform based preconditioners | |
| Singular Value Decomposition | |
| smoothed aggregation | |
| smoothed aggregation multigrid | |
| solution transfer | |
| space-time finite element methods | |
| space-time multigrid | |
| Sparse Approximate Inverse | |
| sparse Cholesky | |
| sparse matrix | |
| sparse matrix format | |
| Sparse precision matrix estimation | |
| sparse reconstruction | |
| Sparse System | |
| sparse triangular solves | |
| Spectral abscissa | |
| Spectral function | |
| spectral methods | |
| Stability | |
| Stabilizations | |
| staggered finite-difference method | |
| stationary solvers | |
| stencil-CSR matrix format | |
| Stochastic discontinuous Galerkin | |
| Stochastic Optimization | |
| Stokes equations | |
| Stopping Criteria | |
| streamline upwind Petrov-Galerkin | |
| stretched meshes | |
| Strong-Scalability | |
| Structure-preserving iterative methods | |
| Sub-Exponential | |
| subset selection | |
| Subspace method | |
| symmetry | |
| T | |
| Tensor methods | |
| tensor product | |
| Tikhonov regularization | |
| time stepping | |
| Time-dependent | |
| Time-dependent Maxwell's equations | |
| Tomographic reconstruction | |
| total variation | |
| Trace estimation | |
| Transport and nuclear applications | |
| Turbulent Flows | |
| U | |
| U-Net | |
| Uncertainty Quantification | |
| Unstructured mesh | |
| unsymmetric partitioned matrices | |
| V | |
| Variable Projection Method | |
| velocity-stress Newton | |
| visco-resistive implicit MHD | |
| viscous-plastic rheology | |
| Vlasov-Maxwell system | |
| W | |
| Wave iterations | |
| | | |
| || ||_1-norm | |
| || ||_max-norm | |