Results 41 to 50 of about 169,552 (158)
The use of the Taylor polynomial of the second degree when approximating the derivatives by finite differences leads to the second order of approximation of the traditional method of nets in the numerical integration of second-order ordinary differential
Vladimir N Maklakov, Yanina G Stelmakh
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Trigonometric generated Lp degree of approximation
In this article we continue the study of smooth Picard singular integral operators that started in [3], see there chapters 10-14. This time the foundation of our research is a trigonometric Taylor’s formula. We establish the Lp convergence of our operators to the unit operator with rates via Jackson type inequalities engaging the first Lp modulus of ...
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Sur la suite des opérateurs Bernstein composés (On the sequence of composite Bernstein operators)
We consider a sequence of composite Bernstein operators and the quadrature formulae associated with them. Upper bounds for the approximation error of continuous functions and for the approximation of integrals of continuous functions are given.
H. Gonska, I. Raşa
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Degree of Monotone Approximation in , p Lα Spaces
The aim of this paper is to study the best approximation of unbounded functions in the weighted spaces , 1, 0 , p p L α α ≥>.
I. Z. Shamkhi, S. K. Jassim
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On the approximation of integrable functions by some special matrix means of Fourier series
The results concerninig pointwise approximation and product of summability methods corresponding to the theorems of Xh. Z. Krasniqi [Poincare J. Anal. Appl., 2014, 1, 1-8] and W. Łenski and B. Szal [Math. Slovaca, 2016, 66(6), 1-12] are generalized. Some
Kranz Radosława, Rzepka Aleksandra
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A study on degree of approximation by Karamata summability method
Vuĉkoviĉ [Maths. Zeitchr. 89, 192 (1965)] and Kathal [Riv. Math. Univ. Parma, Italy 10, 33-38 (1969)] have studied summability of Fourier series by Karamata (K λ ) summability method.
Nigam Hare, Sharma Kusum
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The best uniform quadratic approximation of circular arcs with high accuracy
In this article, the issue of the best uniform approximation of circular arcs with parametrically defined polynomial curves is considered. The best uniform approximation of degree 2 to a circular arc is given in explicit form.
Rababah Abedallah
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Mumford's Degree of Contact and Diophantine Approximations
12 pages ...
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On The Degree of Approximation of Continous Functions
Let \(f\in Lip \alpha ...
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On the degree of approximation by modified Szasz operator
Not available.
S. M. Mazhar
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