Add to ORKGAbstract. Previous work identified the kind of Jocobi polynomials suitable to solve boundary value problems of the diffusion type in a slab, cylinder or sphere. In this paper we identify the general form of boundary value problems for which Jacobi orthogonal polynomials are optimal when they are used within the framework of the method of orthogonal collocation
We present a numerical method for a class of boundary value problems on the unit interval which feat...
AbstractA collocation method based on piecewise polynomials is applied to boundary value problems fo...
This article deals with the general linearization problem of Jacobi polynomials. We provide two appr...
Previous work identified the kind of Jocobi polynomials suitable to solve boundary value problems of...
Previous work identified the kind of Jocobi polynomials suitable to solve boundary value problems of...
We extend a collocation method for solving a nonlinear ordinar...
In this paper, we analyse some properties of the orthogonal collocation in the context of its use fo...
Bu tezde, adi diferansiyel denklemlerde spektral kollokasyon yöntemleriyle ilgili bir çalışma sunul...
In the study of differential equations on [ − 1,1] subject to linear homogeneous boundary conditions...
In contrast to the h-version most frequently used, a p-version of the Orthogonal Collocation Method ...
AbstractThe paper describes a method to compute a basis of mutually orthogonal polynomials with resp...
Mamadu-Njoseh polynomials are polynomials constructed in the interval [-1,1] with respect to the wei...
AbstractIn this paper we consider for the classical airfoil equation a collocation method based on J...
In this paper we study the orthogonality conditions satisfied by Jacobi polynomials $P_n^{(\alpha,\b...
In this work we present a new numerical scheme based on orthogonal collocation method to solve a rea...
We present a numerical method for a class of boundary value problems on the unit interval which feat...
AbstractA collocation method based on piecewise polynomials is applied to boundary value problems fo...
This article deals with the general linearization problem of Jacobi polynomials. We provide two appr...
Previous work identified the kind of Jocobi polynomials suitable to solve boundary value problems of...
Previous work identified the kind of Jocobi polynomials suitable to solve boundary value problems of...
We extend a collocation method for solving a nonlinear ordinar...
In this paper, we analyse some properties of the orthogonal collocation in the context of its use fo...
Bu tezde, adi diferansiyel denklemlerde spektral kollokasyon yöntemleriyle ilgili bir çalışma sunul...
In the study of differential equations on [ − 1,1] subject to linear homogeneous boundary conditions...
In contrast to the h-version most frequently used, a p-version of the Orthogonal Collocation Method ...
AbstractThe paper describes a method to compute a basis of mutually orthogonal polynomials with resp...
Mamadu-Njoseh polynomials are polynomials constructed in the interval [-1,1] with respect to the wei...
AbstractIn this paper we consider for the classical airfoil equation a collocation method based on J...
In this paper we study the orthogonality conditions satisfied by Jacobi polynomials $P_n^{(\alpha,\b...
In this work we present a new numerical scheme based on orthogonal collocation method to solve a rea...
We present a numerical method for a class of boundary value problems on the unit interval which feat...
AbstractA collocation method based on piecewise polynomials is applied to boundary value problems fo...
This article deals with the general linearization problem of Jacobi polynomials. We provide two appr...