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Graph partitioning with matrix coefficients for symmetric positive definite linear systems

Mathematics – Numerical Analysis
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Grassmannian spectral shooting

Mathematics – Numerical Analysis
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Greedy approximation of high-dimensional Ornstein-Uhlenbeck operators

Mathematics – Numerical Analysis
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Greedy bisection generates optimally adapted triangulations

Mathematics – Numerical Analysis
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Greedy Signal Recovery Review

Mathematics – Numerical Analysis
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Grid Generation and Adaptation by Functionals

Mathematics – Numerical Analysis
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H-Matrix and Block Error Tolerances

Mathematics – Numerical Analysis
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Hamilton-Pontryagin Integrators on Lie Groups: Introduction and Structure-Preserving Properties

Mathematics – Numerical Analysis
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Hamiltonian Boundary Value Methods (Energy Conserving Discrete Line Integral Methods)

Mathematics – Numerical Analysis
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Hamiltonian interpolation of splitting approximations for nonlinear PDEs

Mathematics – Numerical Analysis
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Handling congestion in crowd motion modeling

Mathematics – Numerical Analysis
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Hardy space infinite elements for Helmholtz-type problems with unbounded inhomogeneities

Mathematics – Numerical Analysis
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Harmonicity Modulus and Applications to the Approximation by Polyharmonic Functions

Mathematics – Numerical Analysis
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Heat Invariant E_2 for Nonminimal Operator on Manifolds with Torsion

Mathematics – Numerical Analysis
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Heuristic parameter-choice rules for convex variational regularization based on error estimates

Mathematics – Numerical Analysis
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Hierarchical fractional-step approximations and parallel kinetic Monte Carlo algorithms

Mathematics – Numerical Analysis
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High order asymptotic-preserving schemes for the Boltzmann equation

Mathematics – Numerical Analysis
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High order Curl-conforming Hardy space infinite elements for exterior Maxwell problems

Mathematics – Numerical Analysis
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High Order Multistep Methods with Improved Phase-Lag Characteristics for the Integration of the Schrödinger Equation

Mathematics – Numerical Analysis
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High Order Phase Fitted Multistep Integrators for the Schrödinger Equation with Improved Frequency Tolerance

Mathematics – Numerical Analysis
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