Results 91 to 100 of about 736 (209)
Fourier and barycentric formulae for equidistant Hermite trigonometric interpolation
, 2007 We consider the Hermite trigonometric interpolation problem of order 1 for equidistant nodes, i.e., the problem of finding a trigonometric polynomial t that interpolates the values of a function and of its derivative at equidistant points.
Berrut, Jean-Paul, Welscher, Annick
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Optimal Interpolation Algorithm Research Based on Quasi-Hermite Space Curve
, 2011 According to the principle of parametric curve paths CNC interpolating, a real-time interpolation algorithm based on algebraic index of the micro-segment spline is presented.
Gang Yi +4 more
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A New Adaptive Eleventh-Order Memory Algorithm for Solving Nonlinear Equations
MathematicsIn this article, we introduce a novel three-step iterative algorithm with memory for finding the roots of nonlinear equations. The convergence order of an established eighth-order iterative method is elevated by transforming it into a with-memory variant.
Sunil Panday +3 more
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Fast computation of divided differences and parallel hermite interpolation
, 1989 We present parallel algorithms for fast polynomial interpolation. These algorithms can be used for constructing and evaluating polynomials interpolating the function values and its derivatives of arbitrary order (Hermite interpolation). For interpolation,
Gallopoulos, E +2 more
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Response Mitigation of Large Floating Platforms Using Artificial Intelligence
한국해양공학회지Station-keeping for large floating platforms, such as drillships, remains a substantial challenge in rough seas. This study aims to enhance surge and sway control by integrating a data-driven intelligent controller into a conventional dynamic positioning
Mahalakshmi Perala +1 more
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e-Journal of Nondestructive TestingElastomagnetic sensing offers a non-destructive route to estimate axial tension in steel rods, but amplitude-only practices are easily biased by temperature drift, baseline offsets, and measurement noise.
Jooyoung Park +3 more
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On Multivariate Polynomial Interpolation
, 1989 A class of spaces of multivariate polynomials, closed under differentiation, is studied and corresponding classes of well posed Hermite-type interpolation problems are presented.
Dyn, Nira, Ron, Amos, N. Dyn, A. Ron
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Bonferroni-type inequalities via interpolating polynomials
, 1989 Inequalities of Bonferroni-type are proved by means of the corresponding polynomial inequalities which are obtained from the Hermite interpolation.
Yuan Xu
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IEEE AccessHigh-frequency turbulent wind data are essential for accurate aeroelastic response analysis, fatigue load estimation, and energy yield assessment in offshore wind turbines.
Luciane A. S. Pedotti +5 more
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