AbstractIn a previous paper (Numer. Math. 39 (1982), 1–14), M. Gasca and J. I. Maeztu used a geometrical method for the construction of the solutions of certain Hermite and Lagrange interpolation problems in Rk. In the present paper, the method is generalized in two different ways: first, the interpolant is not assumed to be a polynomial, and second, a parameter is introduced in order to render the method more versatile
Abstract. Let z1,..., zK be distinct grid points. If fk,0 is the prescribed value of a function at t...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
AbstractWe introduce and discuss a new computational model for the Hermite–Lagrange interpolation wi...
Abstract. This paper contains a detailed comparison between the Lagrange and Hermite polynomial inte...
Abstract. This paper contains a detailed comparison between the Lagrange and Hermite polynomial inte...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
. We show that the geometric Hermite interpolant can be easily calculated without solving a system o...
AbstractSome recurrence relations between adjacent elements in the rational Hermite interpolation ta...
In this paper we consider the teaching of Hermite interpolation. We propose here two nonstandard ap...
summary:An algorithm for the Hermite-Birkhoff interpolation is presented, which reduces the problem ...
summary:An algorithm for the Hermite-Birkhoff interpolation is presented, which reduces the problem ...
In this paper is to present generalization of the Lagrange interpolation polynomials in higher dimen...
In this paper is to present generalization of the Lagrange interpolation polynomials in higher dimen...
Lagrangian interpolation is a classical way to approximate general functions by finite sums of well c...
AbstractA general recurrence interpolation formula due to Gasca and López-Carmona (J. Approx. Th. 34...
Abstract. Let z1,..., zK be distinct grid points. If fk,0 is the prescribed value of a function at t...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
AbstractWe introduce and discuss a new computational model for the Hermite–Lagrange interpolation wi...
Abstract. This paper contains a detailed comparison between the Lagrange and Hermite polynomial inte...
Abstract. This paper contains a detailed comparison between the Lagrange and Hermite polynomial inte...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
. We show that the geometric Hermite interpolant can be easily calculated without solving a system o...
AbstractSome recurrence relations between adjacent elements in the rational Hermite interpolation ta...
In this paper we consider the teaching of Hermite interpolation. We propose here two nonstandard ap...
summary:An algorithm for the Hermite-Birkhoff interpolation is presented, which reduces the problem ...
summary:An algorithm for the Hermite-Birkhoff interpolation is presented, which reduces the problem ...
In this paper is to present generalization of the Lagrange interpolation polynomials in higher dimen...
In this paper is to present generalization of the Lagrange interpolation polynomials in higher dimen...
Lagrangian interpolation is a classical way to approximate general functions by finite sums of well c...
AbstractA general recurrence interpolation formula due to Gasca and López-Carmona (J. Approx. Th. 34...
Abstract. Let z1,..., zK be distinct grid points. If fk,0 is the prescribed value of a function at t...
AbstractThe usual interpolation method is that of Lagrange. The disadvantage of the method is that i...
AbstractWe introduce and discuss a new computational model for the Hermite–Lagrange interpolation wi...