Results 21 to 30 of about 86 (81)
Modeling of curves by a design-control approximating refinement scheme
Arab Journal of Basic and Applied Sciences, 2023 This paper introduces a modified method for construction of a new design-control 6-point approximating refinement scheme. The construction of the new scheme is based on translation of the points of 4-point approximating refinement scheme to the new ...
Rabia Hameed +4 more
doaj +1 more source
A smooth approximation for non-linear second order boundary value problems using composite non-polynomial spline functions [PDF]
, 2020 A different amalgamation of non-polynomial splines is used to find the approximate solution of linear and non-linear second order boundary value problems.
GUPTA, Yogesh +2 more
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A numerical method for two-dimensional Hammerstein integral equations [PDF]
, 2021 In this paper we investigate a collocation method for the approximate solution of Hammerstein integral equations in two dimensions. As in [8], col- location is applied to a reformulation of the equation in a new unknown, thus reducing the computational ...
MICULA, Sanda
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The Discrete Quartic Spline Interpolation Over Non Uniform Mesh [PDF]
, 2014 The objective of the paper is to investigate precise error estimate concerning deficient discrete quartic spline interpolation. Mathematics subject classification code: 65D07 Key words: Deficient, Discrete, Quartic Spline, Interpolation, Error ...
Dubey, Y.P., Paroha, K.K.
core +1 more source
Implicit Curvilinear Interpolation [PDF]
, 2008 The shifting operator is applied to generate implicit interpolating equations for curves defined by three and four equidistant data. The equations trade the abscissa of the interpolated point for another curvilinear measurement.
G L Silver
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Splines in Numerical Integration [PDF]
, 2010 AMS Subj. Classification: 65D07, 65D30.We gave a short review of several results which are related to the role of splines (cardinal, centered or interpolating) in numerical integration.
Udovičić, Zlatko
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On The Computation Of Periodic Spline Wavelets
, 1995 For many applications in signal processing and numerical analysis, it is important to use periodic scaling functions and wavelets. The aim of this paper is a constructive approach to periodic spline wavelets and to related decomposition and ...
Manfred Tasche +4 more
core +1 more source
, 2020 A general method for obtaining a trigonometric-type interpolating equation for the eight-point cubical array is illustrated. It can often be used to reproduce a ninth datum at an arbitrary point near the center of the array by adjusting a variable ...
G L Silver
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, 2016 The aim of these article is to study the interpolation problem for multi- valued functions. We give some methods for the approximation of these functions.
SOÓS, Anna, SOMOGYI, Ildiko
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, 2007 A method for the reconstruction of a smooth function from incomplete data by means of Schoenberg’s variation diminution and Hermite interpolation is presented.
Peter Massopust
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