AbstractThe main aim of this paper is to derive an interpolation theorem (Theorem 1) which implies both a construction of once continuously differentiable functions which are piecewise polynomial in a domain divided into tetrahedrons (Corollary 1 and Theorem 2) and convergence theorems of the finite element method for solving three-dimensional elliptic boundary value problems of the fourth order (Theorems 3 and 4)
Abstract. This paper is devoted to the construction of nonconforming finite elements for the discret...
family of continuously differentiable finite elements on simplicial grids in four space dimensions S...
AbstractAn interpolation function for triangular mid-edge finite elements is developed using an alge...
AbstractThe main aim of this paper is to derive an interpolation theorem (Theorem 1) which implies b...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
The a i m of thi s paper is the description and the representation of shape functions...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
It is known that piecewise linear continuous finite element (FE) approximations on nonobtuse tetrahe...
The fractal interpolation functions defined by iterated function systems provide new methods of appr...
We consider Lagrange interpolation involving trigonometric polynomials of degree ≦N in one space dir...
We consider Lagrange interpolation involving trigonometric polynomials of degree ≦N in one space dir...
We consider Lagrange interpolation involving trigonometric polynomials of degree ≦N in one space dir...
Abstract. This paper is devoted to the construction of nonconforming finite elements for the discret...
Abstract. This paper is devoted to the construction of nonconforming finite elements for the discret...
family of continuously differentiable finite elements on simplicial grids in four space dimensions S...
AbstractAn interpolation function for triangular mid-edge finite elements is developed using an alge...
AbstractThe main aim of this paper is to derive an interpolation theorem (Theorem 1) which implies b...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
The a i m of thi s paper is the description and the representation of shape functions...
AbstractIn the analysis of a finite element method (FEM) we can describe the shape of a given elemen...
It is known that piecewise linear continuous finite element (FE) approximations on nonobtuse tetrahe...
The fractal interpolation functions defined by iterated function systems provide new methods of appr...
We consider Lagrange interpolation involving trigonometric polynomials of degree ≦N in one space dir...
We consider Lagrange interpolation involving trigonometric polynomials of degree ≦N in one space dir...
We consider Lagrange interpolation involving trigonometric polynomials of degree ≦N in one space dir...
Abstract. This paper is devoted to the construction of nonconforming finite elements for the discret...
Abstract. This paper is devoted to the construction of nonconforming finite elements for the discret...
family of continuously differentiable finite elements on simplicial grids in four space dimensions S...
AbstractAn interpolation function for triangular mid-edge finite elements is developed using an alge...
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