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Embedded Zassenhaus Expansion to Operator Splitting Schemes: Theory and Application in Fluid Dynamics

Mathematics – Numerical Analysis
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Energy and quadratic invariants preserving integrators of Gaussian type

Mathematics – Numerical Analysis
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Energy conserving nonholonomic integrators

Mathematics – Numerical Analysis
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Energy estimates for Galerkin semidiscretizations of time domain boundary integral equations

Mathematics – Numerical Analysis
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Energy-based ghost force removing techniques for the quasicontinuum method

Mathematics – Numerical Analysis
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Enhanced inverse-cascade of energy in the averaged Euler equations

Mathematics – Numerical Analysis
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Enhancing SPH using moving least-squares and radial basis functions

Mathematics – Numerical Analysis
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ENO reconstruction and ENO interpolation are stable

Mathematics – Numerical Analysis
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Ensemble transform Kalman-Bucy filters

Mathematics – Numerical Analysis
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Entropy Stable Numerical Schemes for Two-Fluid Plasma Equations

Mathematics – Numerical Analysis
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Equal--area method for scalar conservation laws

Mathematics – Numerical Analysis
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Equation-Free Multiscale Computational Analysis of Individual-Based Epidemic Dynamics on Networks

Mathematics – Numerical Analysis
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Equation-free, multiscale computation for unsteady random diffusion

Mathematics – Numerical Analysis
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Equivalence Theorems in Numerical Analysis : Integration, Differentiation and Interpolation

Mathematics – Numerical Analysis
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Error analysis for quadratic spline quasi-interpolants on non-uniform criss-cross triangulations of bounded rectangular domains

Mathematics – Numerical Analysis
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Error analysis of a class of derivative estimators for noisy signals

Mathematics – Numerical Analysis
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Error analysis of a partial pivoting method for structured matrices

Mathematics – Numerical Analysis
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Error analysis of coarse-grained kinetic Monte Carlo method

Mathematics – Numerical Analysis
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Error analysis of splitting methods for the time dependent Schrodinger equation

Mathematics – Numerical Analysis
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Error analysis of the Bergman kernel method with singular basis functions

Mathematics – Numerical Analysis
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