Results 131 to 140 of about 31,173 (145)
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Numerical Methods for Partial Differential Equations, 2020
AbstractThis paper presents a formally second‐order backward differentiation formula (BDF2) Sinc‐collocation method for solving the Volterra integro‐differential equation with a weakly singular kernel. In the time direction, the time derivative is discretized via the BDF2 and the second‐order convolution quadrature rule is used to approximate the ...
Wenlin Qiu, Da Xu, Jing Guo
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AbstractThis paper presents a formally second‐order backward differentiation formula (BDF2) Sinc‐collocation method for solving the Volterra integro‐differential equation with a weakly singular kernel. In the time direction, the time derivative is discretized via the BDF2 and the second‐order convolution quadrature rule is used to approximate the ...
Wenlin Qiu, Da Xu, Jing Guo
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Hilbert transform and exponential integral estimates of rectangular sums of double Fourier series
Sbornik: Mathematics, 1996Summary: A new integral estimate for rectangular partial sums of double Fourier series is obtained. The main result of the paper is the following. Theorem: For any \(f\in L\log L(\mathbb{T}^2)\) and \(\delta>0\) there exists a set \(E_{\delta,f}\in\mathbb{T}^2\), \(|E_{\delta,f}|>(2\pi)^2-\delta\) such that \[ \int_{E_{\delta,f}}\exp\Biggl[{c_1\delta ...
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Mathematical Models and Computer Simulations, 2013
Convection-diffusion equations are studied. These equations are used for describing many nonlinear processes in solids, liquids, and gases. Although many works deal with solving them, they are still challenging in terms of theoretical and numerical analysis. In this work, the grid approach based on the method of finite differences for solving equations
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Convection-diffusion equations are studied. These equations are used for describing many nonlinear processes in solids, liquids, and gases. Although many works deal with solving them, they are still challenging in terms of theoretical and numerical analysis. In this work, the grid approach based on the method of finite differences for solving equations
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IEE Proceedings C Generation, Transmission and Distribution, 1992
Two methods of estimating the average oil temperature rise inside a winding are presented. The first method is based on a differential equation of the nonlinear cooling of a uniform body. The second method is a modification of a graphical method given in IEC Publication 76-2 (1976).
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Two methods of estimating the average oil temperature rise inside a winding are presented. The first method is based on a differential equation of the nonlinear cooling of a uniform body. The second method is a modification of a graphical method given in IEC Publication 76-2 (1976).
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Double exponential transformation for computing three-center nuclear attraction integrals
Molecular Physics, 2020Hassan Safouhi
exaly
Double exponential formulas for numerical indefinite integration
Journal of Computational and Applied Mathematics, 2003Masatake Mori
exaly
Interval Estimation for the Two-parameter Double Exponential Distribution
Technometrics, 1973Max Engelhardt, Lee J Bain
exaly

