Results 81 to 90 of about 544,469 (212)
Chebyshev collocation method for fractional Newell-Whitehead-Segel equation
In this paper, a collocation approach for the fractional Newell-Whitehead-Segel equation is described. The finite difference method is used to discretized the time-fractional derivative, and Chebyshev functions are used for interpolating the spatial ...
E. Gebril, M.S. El-Azab, M. Sameeh
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Adaptive ACMS: A robust localized Approximated Component Mode Synthesis Method
We consider finite element methods of multiscale type to approximate solutions for two-dimensional symmetric elliptic partial differential equations with heterogeneous $L^\infty$ coefficients.
Madureira, Alexandre L., Sarkis, Marcus
core
Adaptive FE-BE coupling for strongly nonlinear transmission problems with friction II
This article discusses the well-posedness and error analysis of the coupling of finite and boundary elements for transmission or contact problems in nonlinear elasticity.
Gimperlein, Heiko, Stephan, Ernst P.
core
Hyperparameter estimation for uncertainty quantification in mesoscale carbon dioxide inversions
Uncertainty quantification is critical in the inversion of CO2 surface fluxes from atmospheric concentration measurements. Here, we estimate the main hyperparameters of the error covariance matrices for a priori fluxes and CO2 concentrations, that is ...
Lin Wu +4 more
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Understanding Statistical Testing
Statistical hypothesis testing is common in research, but a conventional understanding sometimes leads to mistaken application and misinterpretation.
Peter J. Veazie
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We consider the Poisson equation in a rectangular domain. Instead of the classical specification of boundary data, we impose an integral constraints on the inner stripe adjacent to boundary having the width ξ.
Givi Berikelashvilia, Nodar Khomeriki
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A Priori Error Estimate of a Discontinuous Finite Volume Method for the Obstacle Problem
Yuping Zeng, Ting Li
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The critical design challenge for a class of servomechanisms is to reject unknown dynamics (including internal uncertainties and external disturbances) and achieve the prescribed performance of the tracking error.
Xingfa Zhao +4 more
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GMM-based localization algorithm under NLOS conditions
Aiming at indoor node localizations of WSN,a node localization algorithm,where priori-knowledge is not necessary,was proposed.on basis of analyzing the error model,combined with Gaussian mixture model (GMM).By training the distance measurements ...
Wei CUI +4 more
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A Priori Error Estimates for Mixed Finite Element Schemes for the Wave Equation
A family of implicit-in-time mixed finite element schemes is presented for the numerical approximation of the acoustic wave equation. The mixed space discretization is based on the displacement form of the wave equation and the time-stepping method employs a three-level one-parameter scheme.
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