1962

An evaluation of the remainder in the approximation of functions by S.N. Bernstein polynomials

6 months ago

Abstract AuthorsO. Aramă Institutul de Calcul Keywords? Paper coordinatesO. Aramă, O evaluare a restului în aproximarea funcţiilor prin polinoamele lui S.N.…

On the monotonicity of the sequence of derivatives of Bernstein polynomials

6 months ago

Abstract AuthorsO. Aramă Institutul de calcul O. Ripianu (Ripeanu) Institutul de Calcul Keywords? Paper coordinatesO. Aramă, D. Ripianu, Sur la monotonie de…

On a theorem of W. A. Markov

6 months ago

Abstract AuthorsO. Arama (Institutul de Calcul) https://ictp.acad.ro/oleg-arama KeywordsTitle in EnglishOn a theorem of W. A. Markov Original title (in Romanian)Asupra…

The remainder term in Adams numerical integration formula

10 months ago

Abstract AuthorsD.V. Ionescu Institutul de Calcul Keywords? Paper coordinatesD.V. Ionescu, The remainder term in Adams numerical integration formula, (Russian) Ž. Vyčisl. Mat.…

On interpolation with connected polynomials

8 years ago

Abstract We consider a function \(f\in C^{n-1}[a,b]\) and the nodes \(a=x_{0}<x_{1}<\ldots<x_{m}=b\). Given the values \begin{align}f\left( x_{i}\right) =&u_{i}, \quad i=1,…,m \\…

1962

Related Posts

An evaluation of the remainder in the approximation of functions by S.N. Bernstein polynomials

On the monotonicity of the sequence of derivatives of Bernstein polynomials

On a theorem of W. A. Markov

The remainder term in Adams numerical integration formula

On interpolation with connected polynomials