AbstractIn this paper, B-net method for studying multivariate weak spline is discussed and the dimension of W21(I1Δ(1)) is presented. Several B splines on type-1 triangulation are also obtained
This paper is concerned with some aspects of the theory and application of splines with special emph...
AbstractThe purpose of this paper is to study the recent development of certain aspects of multivari...
Splines are piecewise polynomial functions of a given order of smoothness r. Given complex delta the...
AbstractIn this paper, B-net method for studying multivariate weak spline is discussed and the dimen...
AbstractThe purpose of this survey is to emphasize the special relationship between multivariate spl...
AbstractIn this paper, we discuss the structure of multivariate spline spaces on arbitrary triangula...
AbstractThis paper is concerned with the approximation of functions by linear combinations of multiv...
AbstractThe structure of bivariate spline space over arbitrary triangulation is complicated because ...
AbstractIt is well known that splines play an important role in many fields, especially, their close...
: We consider the spaces of bivariate C ¯ -splines of degree k defined over arbitrary triangulatio...
Loosely speaking, splines are piece-wise polynomial functions which are continuously differentiable ...
AbstractWe consider spaces of splines in k variables of smoothness r and degree d defined on a polyt...
AbstractThis paper is concerned with a study of some new formulations of smoothness conditions and c...
Dimensions of spaces of multivariate splines remain unknown in general. A computa-tional method to o...
基于B-网方法,在一定条件下构造了由一列星形域构成的三角剖分 |VI|∪i=1star(vi)相应定点剖分Ⅰ1|VI|∪i=1 star(vi)下2μ次μ阶光滑二元弱样条函数空间Wμ2μ(Ⅰ1|VI|...
This paper is concerned with some aspects of the theory and application of splines with special emph...
AbstractThe purpose of this paper is to study the recent development of certain aspects of multivari...
Splines are piecewise polynomial functions of a given order of smoothness r. Given complex delta the...
AbstractIn this paper, B-net method for studying multivariate weak spline is discussed and the dimen...
AbstractThe purpose of this survey is to emphasize the special relationship between multivariate spl...
AbstractIn this paper, we discuss the structure of multivariate spline spaces on arbitrary triangula...
AbstractThis paper is concerned with the approximation of functions by linear combinations of multiv...
AbstractThe structure of bivariate spline space over arbitrary triangulation is complicated because ...
AbstractIt is well known that splines play an important role in many fields, especially, their close...
: We consider the spaces of bivariate C ¯ -splines of degree k defined over arbitrary triangulatio...
Loosely speaking, splines are piece-wise polynomial functions which are continuously differentiable ...
AbstractWe consider spaces of splines in k variables of smoothness r and degree d defined on a polyt...
AbstractThis paper is concerned with a study of some new formulations of smoothness conditions and c...
Dimensions of spaces of multivariate splines remain unknown in general. A computa-tional method to o...
基于B-网方法,在一定条件下构造了由一列星形域构成的三角剖分 |VI|∪i=1star(vi)相应定点剖分Ⅰ1|VI|∪i=1 star(vi)下2μ次μ阶光滑二元弱样条函数空间Wμ2μ(Ⅰ1|VI|...
This paper is concerned with some aspects of the theory and application of splines with special emph...
AbstractThe purpose of this paper is to study the recent development of certain aspects of multivari...
Splines are piecewise polynomial functions of a given order of smoothness r. Given complex delta the...
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