This paper is concerned with some aspects of the theory and application of splines with special emphasis on the role of the B-spline. An initial summary of univariate results is to motivate subsequent developments of the multivariate theory, in particular, those that reach into other rather different mathematical disciplines. (orig.)Available from TIB Hannover: RN 8680(146) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekSIGLEDEGerman
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
Published in: Proceedings of the conference on 'Surfaces in CAGD', Oberwolfach (Germany, F.R.), 26-3...
This thesis provides a survey study on applications of spline functions to statistics. We start with...
We extend the notion of complex B-splines to a multivariate setting by employing the relationship be...
The notion of a complex B-spline is extended to a multivariate setting by means of ridge functions e...
AbstractProperties of Dirichlet averages are used to derive some well-known and some new properties ...
A short summary of applications for Schoenberg's polynomial B-splines in statistical radio engineeri...
This chapter presents an overview of polynomial spline theory, with special emphasis on the B-spline...
Some new results on multivariate simplex B-splines and their practical application are presented. Ne...
AbstractA relation between univariate trigonometric and polynomial B-splines is extended to higher d...
Abstract. The notion of complex B-spline is extended to a multivariate set-ting by means of ridge fu...
To appear in: Contemporary Mathematics, 59 (1986), 17-47SIGLETIB: RN 4020 (801) / FIZ - Fachinformat...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
Published in: Proceedings of the conference on 'Surfaces in CAGD', Oberwolfach (Germany, F.R.), 26-3...
This thesis provides a survey study on applications of spline functions to statistics. We start with...
We extend the notion of complex B-splines to a multivariate setting by employing the relationship be...
The notion of a complex B-spline is extended to a multivariate setting by means of ridge functions e...
AbstractProperties of Dirichlet averages are used to derive some well-known and some new properties ...
A short summary of applications for Schoenberg's polynomial B-splines in statistical radio engineeri...
This chapter presents an overview of polynomial spline theory, with special emphasis on the B-spline...
Some new results on multivariate simplex B-splines and their practical application are presented. Ne...
AbstractA relation between univariate trigonometric and polynomial B-splines is extended to higher d...
Abstract. The notion of complex B-spline is extended to a multivariate set-ting by means of ridge fu...
To appear in: Contemporary Mathematics, 59 (1986), 17-47SIGLETIB: RN 4020 (801) / FIZ - Fachinformat...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
The paper presents and proves geometrical properties of a particular bivariate function spline, buil...
Published in: Proceedings of the conference on 'Surfaces in CAGD', Oberwolfach (Germany, F.R.), 26-3...
This thesis provides a survey study on applications of spline functions to statistics. We start with...