Results 161 to 170 of about 980 (183)
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A Novel Demosaicing Algorithm Based on Gregory Newton Formula of Interpolation
Journal of Computational and Theoretical Nanoscience, 2017Kannan Elayaperumal Paul +1 more
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Computational Mathematics and Mathematical Physics, 2022
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Zadorin, A. I., Zadorin, N. A.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Zadorin, A. I., Zadorin, N. A.
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Asian-European Journal of Mathematics, 2021
Interval interpolation formulae play a significant role to find the value of an unknown function at some points under interval uncertainty. The objective of this paper is to establish Newton’s divided interpolation formula for interval-valued functions using generalized Hukuhara difference of intervals.
Mondal, Bapin, Rahman, Md. Sadikur
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Interval interpolation formulae play a significant role to find the value of an unknown function at some points under interval uncertainty. The objective of this paper is to establish Newton’s divided interpolation formula for interval-valued functions using generalized Hukuhara difference of intervals.
Mondal, Bapin, Rahman, Md. Sadikur
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Newton's Interpolation Formulas. An unpublished Manuscript of Sir Isaac Newton
Journal of the Institute of Actuaries, 1927The mortality of Europeans in West Africa has on several occasions been the subject of discussion in this Institute or of note in the pages of the Journal. In 1886 Dr. T. B. Sprague read a paper on the mortality of Europeans in the Congo, based on the statistics from Stanley's work on the Pounding of the Free State: In 1892 Dr. T. G. Lyon contributed a
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Numerical Analysis and Applications, 2015
Summary: The problem of interpolation of a one-variable function considered as a solution to a boundary value problem for an equation with a small parameter \(\varepsilon\) in the highest derivative is investigated. The application of a Lagrange polynomial for such a function on a uniform grid may result in serious errors.
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Summary: The problem of interpolation of a one-variable function considered as a solution to a boundary value problem for an equation with a small parameter \(\varepsilon\) in the highest derivative is investigated. The application of a Lagrange polynomial for such a function on a uniform grid may result in serious errors.
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2000
The general form of Taylor's theorem gives the formula, f = Pn + Rn, where Pn is the Newton's interpolating polynomial, computed with respect to a confluent vector of nodes, and Rn is the remainder. When f' /= 0, for each m = 2; : : : ; n + 1, we describe a "determinantal interpolation formula", f = Pm,n + Rm,n, where Pm,n is a rational function in x ...
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The general form of Taylor's theorem gives the formula, f = Pn + Rn, where Pn is the Newton's interpolating polynomial, computed with respect to a confluent vector of nodes, and Rn is the remainder. When f' /= 0, for each m = 2; : : : ; n + 1, we describe a "determinantal interpolation formula", f = Pm,n + Rm,n, where Pm,n is a rational function in x ...
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On the Condition Number of the Newton Interpolation on the Unit Disk
Computational Methods and Function Theory, 2023Phung Van Manh, Van Manh Phung
exaly
Newton's Interpolation Formulas. Further Notes
Journal of the Institute of Actuaries, 1919openaire +1 more source
Newton’s P-Difference Interpolation Formula for Interval- Valued Function
Applied Mathematics & Information Sciences, 2020openaire +1 more source
International Journal of Mathematics Trends and Technology, 2016
Biswajit Das, Dhritikesh Chakrabarty
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Biswajit Das, Dhritikesh Chakrabarty
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