AbstractThe purpose of this survey is to emphasize the special relationship between multivariate spline and algebraic geometry. We will not only point out the algebraic–geometric method of multivariate spline, but also the algebraic–geometric background and essence of multivariate spline. Especially, we have made an introduction to the so-called piecewise algebraic curve, piecewise algebraic variety, and some of their properties
AbstractA piecewise algebraic curve is defined by a bivariate spline function. Using the techniques ...
Splines are piecewise polynomial functions of a given order of smoothness r. Given complex delta the...
Multi-degree splines are piecewise polynomial functions having sections of different degrees. For th...
AbstractAs a piecewise polynomial with a certain smoothness, the spline plays an important role in c...
AbstractThe multivariate splines as piecewise polynomials have become useful tools for dealing with ...
AbstractThe piecewise algebraic curve is a generalization of the classical algebraic curve. In this ...
AbstractThis paper is concerned with the approximation of functions by linear combinations of multiv...
This paper is concerned with some aspects of the theory and application of splines with special emph...
AbstractIn this paper, we discuss the structure of multivariate spline spaces on arbitrary triangula...
This survey gives an overview of several fundamental algebraic constructions which arise in the stud...
Multivariate spline function is an important research object and tool in Computational Geometry. The...
Multi-degree spline (MD-spline for short) is a generalization of B-spline which comprises of polynom...
Loosely speaking, splines are piece-wise polynomial functions which are continuously differentiable ...
AbstractIn this paper, B-net method for studying multivariate weak spline is discussed and the dimen...
AbstractThis paper is concerned with a study of some new formulations of smoothness conditions and c...
AbstractA piecewise algebraic curve is defined by a bivariate spline function. Using the techniques ...
Splines are piecewise polynomial functions of a given order of smoothness r. Given complex delta the...
Multi-degree splines are piecewise polynomial functions having sections of different degrees. For th...
AbstractAs a piecewise polynomial with a certain smoothness, the spline plays an important role in c...
AbstractThe multivariate splines as piecewise polynomials have become useful tools for dealing with ...
AbstractThe piecewise algebraic curve is a generalization of the classical algebraic curve. In this ...
AbstractThis paper is concerned with the approximation of functions by linear combinations of multiv...
This paper is concerned with some aspects of the theory and application of splines with special emph...
AbstractIn this paper, we discuss the structure of multivariate spline spaces on arbitrary triangula...
This survey gives an overview of several fundamental algebraic constructions which arise in the stud...
Multivariate spline function is an important research object and tool in Computational Geometry. The...
Multi-degree spline (MD-spline for short) is a generalization of B-spline which comprises of polynom...
Loosely speaking, splines are piece-wise polynomial functions which are continuously differentiable ...
AbstractIn this paper, B-net method for studying multivariate weak spline is discussed and the dimen...
AbstractThis paper is concerned with a study of some new formulations of smoothness conditions and c...
AbstractA piecewise algebraic curve is defined by a bivariate spline function. Using the techniques ...
Splines are piecewise polynomial functions of a given order of smoothness r. Given complex delta the...
Multi-degree splines are piecewise polynomial functions having sections of different degrees. For th...