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Keyword

numerical integration error

Description: Error is the discrepancy between an exact integral and its approximation by a numerical integration method.
OpenAlex ID: keywords/numerical-integration-error
Can (semi)local density functional theory account for the London dispersion forces?
1994 · Sándor Kristyán, Péter Pulay · Chemical Physics Letters · 1,019
A generalized discrepancy and quadrature error bound
1998 · Fred Hickernell · Mathematics of Computation · 724
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Error and uncertainty in modeling and simulation
2002 · William L. Oberkampf, Sharon M. DeLand, et al. · Reliability Engineering & System Safety · 629
On the finite volume element method
1990 · Zhiqiang Cai · Numerische Mathematik · 402
Quasi-Random Sequences and Their Discrepancies
1994 · William J. Morokoff, Russel E. Caflisch · SIAM Journal on Scientific Computing · 377
On Simpson's inequality and applications
2000 · SS Dragomir, RP Agarwal, et al. · Journal of Inequalities and Applications · 264
Numerical double integration of acceleration measurements in noise
2004 · Y.K. Thong, M.S. Woolfson, et al. · Measurement · 204
Improved Fluorescence Excitation‐Emission Matrix Regional Integration to Quantify Spectra for Fluorescent Dissolved Organic Matter
2013 · Jie Zhou, Jun‐Jian Wang, et al. · Journal of Environmental Quality · 179
Stochastic theory of the classical molecular dynamics method
2013 · G. E. Norman, V. V. Stegailov · Mathematical Models and Computer Simulations · 168
Accurate Computation of Zernike Moments in Polar Coordinates
2007 · Yongqing Xin, Miroslaw Pawlak, et al. · IEEE Transactions on Image Processing · 150
An Investigation of the Charge Conservation Problem for MOSFET Circuit Simulation
1983 · Ping Yang, B.D. Epler, et al. · IEEE Journal of Solid-State Circuits · 139
Simulation of springback: Through-thickness integration
2006 · R WAGONER, M LI · International Journal of Plasticity · 138
Error Analysis for the Numerical Evaluation of the Diagonal Forms of the Scalar Spherical Addition Theorem
1999 · S. Koc, Jiming Song, et al. · SIAM Journal on Numerical Analysis · 118
Some bilinear convergence characteristics of the solutions of dissymmetric secular equations
1969 · Samuel Francis Boys · Proceedings of the Royal Society of London A Mathematical and Physical Sciences · 118
Geometric integrators and the Hamiltonian Monte Carlo method
2018 · Nawaf Bou-Rabee, J. M. Sanz-Serna · Acta Numerica · 89
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Optimum quantization and its applications
2003 · Peter M. Gruber · Advances in Mathematics · 89
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Corruption of accuracy and efficiency of Markov chain Monte Carlo simulation by inaccurate numerical implementation of conceptual hydrologic models
2010 · G. Schoups, J. A. Vrugt, et al. · Water Resources Research · 82
Hybrid Identification of Nuclear Power Plant Transients With Artificial Neural Networks
2004 · M.J. Embrechts, S. Benedek · IEEE Transactions on Industrial Electronics · 80
Developing simulation techniques for an interactive clothing system
2002 · P. Volino, N.M. Thalmann · 80
The existence of good extensible rank-1 lattices
2003 · Fred J. Hickernell, Harald Niederreiter · Journal of Complexity · 79
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On Simpson's Quadrature Formula for Mappings of Bounded Variation and Applications
1999 · SEVER SILVESTRU DRAGOMIR · Tamkang Journal of Mathematics · 77
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Diagonal forms of the translation operators in the fast multipole algorithm for scattering problems
1996 · Jussi Rahola · BIT Numerical Mathematics · 76
Quasi-Monte Carlo Methods for Numerical Integration: Comparison of Different Low Discrepancy Sequences
1996 · Igor Radović, Ilya M. Sobol’, et al. · Monte Carlo Methods and Applications · 76
Robust image watermarking using invariant accurate polar harmonic Fourier moments and chaotic mapping
2020 · Bin Ma, Lili Chang, et al. · Signal Processing · 75
Numerical integration errors in calculated tropospheric photodissociation rate coefficients
1990 · Sasha Madronich, Glenn Weller · Journal of Atmospheric Chemistry · 74
Works count: 1,167
Citation count: 11,760
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