Results 71 to 80 of about 4,240 (200)

The Taylor’s Polynomial Apply to Studies of Physics

Journal of Physics: Conference Series, 2021
Abstract The tool of studies of physical is produce by the theory of mathematics in general; it can make a relation of equation between physical quantities and other physical quantities, so the mathematics is importance in studies of physics.
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Specific Features of Polynomials in Several Examples

Axioms
This paper considers polynomial characteristics useful for a better understanding of the behaviour of these functions. Taylor series for the polynomials are described by the items with even and odd derivatives and powered changes in the argument, which ...
Stan Lipovetsky
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An operational collocation based on the Bell polynomials for solving high order Volterra integro-differential equations [PDF]

Journal of Mahani Mathematical Research
In this paper, an operational matrix method based on the Bell polynomials  has been presented to find approximate solutions of high-order Volterra integro-differential equations.
Najmeh Kasaei, Esmail Hesameddini, Mohammad Nabati   +2 more
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A Numerical Approach Based on Taylor Polynomials for Solving a Class of Nonlinear Differential Equations

, 2018
In this study, a matrix method based on Taylor polynomials and collocation points is presented for the approximate solution of a class of nonlinear differential equations, which have many applications in mathematics, physics and engineering.
Kaya, S. O., Güler, Coşkun
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Taylor Polynomial Estimator for Estimating Frequency Moments [PDF]

, 2015
Supercedes arXiv:1104.4552.
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Extracting numerical factors of multivariate polynomials from Taylor expansions

, 2009
: We present a method to extract factors of multivariate polynomials with complex coefficients in floating point arithmetic. We establish the connection between the reciprocal of a multivariate polynomial and its Taylor expansion.
Lee, Wen-shin, Cuyt, Annie A.M.
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Multivariate approximation by a combination of modified Taylor polynomials

, 2006
We study an approximation of a multivariate function f by an operator of the form ∑i=1NT˜r[f,xi](x)φi(x), where φ1,…,φN are certain basis functions and T˜r[f,xi](x) are modified Taylor polynomials of degree r expanded at xi. The modification is such that
Guessab, Allal, Nouisser, Otheman, Schmeisser, Gerhard   +2 more
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Taylor series

, 2011
Presents a program that will graph the first 20 Maclaurin polynomials (Taylor polynomials about x=0) of y=f(x), after supply f(x) and the Taylor coefficients, a[n]Componente Curricular::Educação Superior::Ciências Exatas e da Terra ...
Lovelock, David
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A limit relationship between laguerre and hermit polynomials

, 2010
The authors prove a generalization of a limit relationship between the Laguerre and the Hermite polynomials. The demonstration, which is presented in this article in the general case, differs markedly from each of the earlier proofs given for the known ...
Chen, Kung-yu; Srivastavam, H. M.
core  

REMARKS ON COMPLETELY CONTINUOUS POLYNOMIALS

, 1997
In this paper the authors give new conditions on Banach spaces E and F which ensure that all polynomials P:E→F are completely continuous (i.e., send weakly converging sequences into norm-converging sequences).
F. Bombal, Emmanuele, Giovanni, G. Emmanuele, Bombal Gordon, Fernando   +3 more
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