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Jacobi Polynomials on the Bernstein Ellipse
Journal of Scientific Computing, 2017In this paper, we are concerned with Jacobi polynomials $$P_n^{(\alpha ,\beta )}(x)$$Pn(α,β)(x) on the Bernstein ellipse with motivation mainly coming from recent studies of convergence rate of spectral interpolation. An explicit representation of $$P_n^{
Haiyong Wang, Lun Zhang
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Vibration of Curvilinearly Stiffened Plates Using Ritz Method With Orthogonal Jacobi Polynomials
Journal of Vibration and Acoustics, 2018This paper presents a general approach for the free vibration analysis of curvilinearly stiffened rectangular and quadrilateral plates using the Ritz method by employing classical orthogonal Jacobi polynomials. Both the plate and stiffeners are modeled
B. Alanbay, Karanpreet Singh, R. Kapania
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Jacobi polynomial expansions of Jacobi polynomials with non-negative coefficients
Mathematical Proceedings of the Cambridge Philosophical Society, 1971The answers to many important questions in the harmonic analysis of orthogonal polynomials are known to depend on the determination of when formulas of the typesand their dualshold, where pn(x) and qn(x) are suitably normalized orthogonal polynomials or orthogonal polynomials multiplied by certain functions; e.g. e−pxLn(x).
Askey, R., Gasper, G.
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ECG Data Compression Using Jacobi Polynomials
2007 29th Annual International Conference of the IEEE Engineering in Medicine and Biology Society, 2007Data compression is a frequent signal processing operation applied to ECG. We present here a method of ECG data compression utilizing Jacobi polynomials. ECG signals are first divided into blocks that match with cardiac cycles before being decomposed in Jacobi polynomials bases.
Tchiotsop, Daniel +3 more
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Accurate Computations with Collocation and Wronskian Matrices of Jacobi Polynomials
Journal of Scientific Computing, 2021E. Mainar, Juan Manuel Peña, B. Rubio
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Mathematical Proceedings of the Cambridge Philosophical Society, 1969
1. The object of this paper is to prove some formulae of Jacobi polynomials including a generating function. The results (2·l)–(2·4), (2·6)–(2·9), (3·l)–(3·4), and (4·1) are believed to be new.
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1. The object of this paper is to prove some formulae of Jacobi polynomials including a generating function. The results (2·l)–(2·4), (2·6)–(2·9), (3·l)–(3·4), and (4·1) are believed to be new.
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Refined multilayered beam, plate and shell elements based on Jacobi polynomials
Composite structures, 2022E. Carrera +3 more
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Asymptotics of generalized jacobi polynomials
Constructive Approximation, 1986zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Trajectories of Quadratic Differentials for Jacobi Polynomials with Complex Parameters
, 2015Motivated by the study of the asymptotic behavior of Jacobi polynomials $$\left( P_{n}^{(nA,nB)}\right) _{n}$$Pn(nA,nB)n with $$A\in \mathbb {C}$$A∈C and $$B>0$$B>0, we establish the global structure of trajectories of the related rational quadratic ...
A. Martínez-Finkelshtein +2 more
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Cari��ena polynomials are Jacobi polynomials
2009first ...
Vignat, C., Lamberti, P. W.
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