Bernstein polynomial

Known as: Bernstein polynomials, Bezier form, Bernstein's polynomial theorem

In the mathematical field of numerical analysis, a Bernstein polynomial, named after Sergei Natanovich Bernstein, is a polynomial in the Bernstein…

Papers overview

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2022

Best approximating entire functions to |x| in L2. (English) Zbl 1153.41310 Agranovsky, Mark (ed.) et al., Complex analysis and…

2017

This paper considers numerical approaches to solve geoacoustic inverse problems to infer seabed geophysical profiles from ocean…

2012

: Abstract : Before the Internet most collaborators had to be sufficiently close by to work together towards a certain goal. Now…

2010

Considering a given function f ∈ C([0, 1] × [0, 1]), the bivariate interval [0, 1] × [0, 1] is divided in mn equally spaced…

2010

In this paper, we give new identities involving Phillips q-Bernstein polynomials and we derive some interesting properties of q…

2008

Before computer graphics ever existed there were engineers designing aircraft wings and automobile chassis by using splines. A…

2007

Abstract.Spectra and pseudospectra of matrix polynomials are of interest in geometric intersection problems, vibration problems…

2001

Motivated by the economic theory of cost functions, bivariate Bernstein polynomials are considered for approximating shape…

1989

In this paper we study the semiprime case. That is, we consider Bernstein algebras that do not have nonzero nilpotent ideals of…

1973