The expansion of a given multivariate polynomial into Bernstein polynomials is considered. Matrix methods for the calculation of the Bernstein expansion of the product of two polynomials and of the Bernstein expansion of a polynomial from the expansion of one of its partial derivatives are provided which allow also a symbolic computation
This thesis considers structure preserving matrix methods for computations on Bernstein polynomials ...
AbstractThe polynomials determined in the Bernstein (Bézier) basis enjoy considerable popularity in ...
AbstractComputational methods for manipulating sets of polynomial equations are becoming of greater ...
The expansion of a given multivariate polynomial into Bernstein polynomials is considered. Matrix me...
The expansion of a given multivariate polynomial into Bernstein polynomials is considered. Matrix me...
In this paper, multivariate polynomials in the Bernstein basis over a simplex (simplicial Bernstein ...
In this paper, multivariate polynomials in the Bernstein basis over a box (tensorial Bernstein repre...
In this paper, multivariate polynomials in the Bernstein basis over a box (tensorial Bernstein repre...
Several mathematical frameworks for static analysis of programs have been developed in the past dec...
AbstractAn algorithm for approximating solutions to differential equations in a modified new Bernste...
Tests for speeding up the determination of the Bernstein enclosure of the range of a multivariate po...
We discuss matrix polynomials expressed in a Bernstein basis, and the associated polynomial eigenv...
We discuss matrix polynomials expressed in a Bernstein basis, and the associated polynomial eigenv...
We discuss matrix polynomials expressed in a Bernstein basis, and the associated polynomial eigenval...
AbstractThe polynomials determined in the Bernstein (Bézier) basis enjoy considerable popularity and...
This thesis considers structure preserving matrix methods for computations on Bernstein polynomials ...
AbstractThe polynomials determined in the Bernstein (Bézier) basis enjoy considerable popularity in ...
AbstractComputational methods for manipulating sets of polynomial equations are becoming of greater ...
The expansion of a given multivariate polynomial into Bernstein polynomials is considered. Matrix me...
The expansion of a given multivariate polynomial into Bernstein polynomials is considered. Matrix me...
In this paper, multivariate polynomials in the Bernstein basis over a simplex (simplicial Bernstein ...
In this paper, multivariate polynomials in the Bernstein basis over a box (tensorial Bernstein repre...
In this paper, multivariate polynomials in the Bernstein basis over a box (tensorial Bernstein repre...
Several mathematical frameworks for static analysis of programs have been developed in the past dec...
AbstractAn algorithm for approximating solutions to differential equations in a modified new Bernste...
Tests for speeding up the determination of the Bernstein enclosure of the range of a multivariate po...
We discuss matrix polynomials expressed in a Bernstein basis, and the associated polynomial eigenv...
We discuss matrix polynomials expressed in a Bernstein basis, and the associated polynomial eigenv...
We discuss matrix polynomials expressed in a Bernstein basis, and the associated polynomial eigenval...
AbstractThe polynomials determined in the Bernstein (Bézier) basis enjoy considerable popularity and...
This thesis considers structure preserving matrix methods for computations on Bernstein polynomials ...
AbstractThe polynomials determined in the Bernstein (Bézier) basis enjoy considerable popularity in ...
AbstractComputational methods for manipulating sets of polynomial equations are becoming of greater ...