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| title = Lebesgue functions for polynomial interpolation &mdash; a survey<!-- | title = Lebesgue constants in polynomial interpolation

{{short description|Polynomials used for interpolation}}

{{Short description|Polynomial interpolation using derivative values}} * {{Citation |last=Spitzbart |first=A. |title=A Generalization of Hermite's Interpolation Formula |journal=[[American Mathematical Monthly]] |volume=67 |issue=1 |pag

...नए डेटा बिंदुओं के निर्माण (खोज) की एक विधि है।<ref>{{cite EB1911 |wstitle=Interpolation |volume=14 |pages=706–710 |first=William Fleetwood |last=Sheppard |author

...ectures of Bernstein and Erdös concerning the optimal nodes for polynomial interpolation |journal=[[Journal of Approximation Theory]] |volume=24 |pages=289–303 |y और ऊपरी सीमा<ref>T. Rivlin, "The Lebesgue constants for polynomial interpolation", in ''Proceedings of the Int. Conf. on Functional Analysis and Its Applica

* Ferguson, James C, ''Multi-variable curve interpolation,'' J. ACM, vol. 11, no. 2, pp. 221-228, Apr. 1964.

...te conversion by factor R ∈ <math>\mathbb{R}^+</math> include [[polynomial interpolation]] and the Farrow structure.<ref name=Milic/> ...is called decimation, and the process of sampling rate increase is called interpolation.}}

{{Short description|Algorithm for computing polynomial coefficients}} ...02| publisher=Morgan Kaufmann| isbn=978-0-08-051547-2| at=Chapter 4:Newton Interpolation and Difference Triangles}}

...omial" and "binomial", ''Compact Oxford English Dictionary''</ref>{{anchor|Polynomial notation}} ...Weisstein|first=Eric W.|title=Polynomial|url=https://mathworld.wolfram.com/Polynomial.html|access-date=2020-08-28|website=mathworld.wolfram.com|language=en}}</re

{{short description|Analytic function that does not satisfy a polynomial equation}} ...to any value of the independent variable by the simple process of [[linear interpolation]].<ref>[[Olaf Pedersen]] (1974) ''Survey of the Almagest'', page 84, [[Oden

...्वारा प्रस्तुत की गई,<ref>{{Citation | last1=Mahler | first1=K. | title=An interpolation series for continuous functions of a p-adic variable | url=http://resolver. ...last2=Karpinski |first2=Marek |title=Complexity of Deciding Solvability of Polynomial Equations over p-adic Integers |journal=Univ. Of Bonn CS Reports 85183 |yea

{{Short description|Polynomial sequence}} ...l |first1=Y. Z. |last1=Gürtaş |title=Chebyshev Polynomials and the minimal polynomial of <math>\cos (2 \pi/n)</math> |year=2017 |journal=American Mathematical Mo

...3 = Perracchione | first4 = Davide | last4 = Poggiali | title = Polynomial interpolation via mapped bases without resampling | doi = 10.1016/j.cam.2019.112347 | jou

...sbaumer |date=1977 |doi=10.1049/el:19770280 |title=Digital filtering using polynomial transforms |journal=[[Electronics Letters]] |volume=13 |issue=13 |pages=386 ...ype=Unpublished manuscript |trans-chapter=Theory regarding a new method of interpolation |series=Werke |location=Göttingen, Germany |publisher=Königlichen Gesells