Add to ORKGPiecewise polynomials of some fixed degree and continuously dif-ferentiable up to some order arc known as splines or finite elements. Splines are used in applications ranging from image processing, com-puter aided design, to the solution of partial differential equation
The aim of this paper is to reconstruct relevant & well elaborated models for Splines as well as...
The splines covered in this thesis are piecewise polynomials. We pass a set of polynomials through t...
Abstract: Triangular B-splines provide a unified representation scheme for all piecewise polynomials...
Computer aided geometric design is the design of geometric shapes, such as curves and surfaces, by u...
Splines are piecewise polynomial, rational or trigonometric functions that are ubiquitous in a wide ...
This chapter promotes, details and exploits the fact that (univariate) splines, i.e., smooth piecewi...
Splines provide a significant tool for the design of computationally economical curves and surfaces ...
In a series of three articles, spline approximation is presented from a geodetic point of view. In p...
Sensible parameters for polynomials and other splines Frame 1 of 24 Polynomials and other splines I ...
A spline is a thin flexible strip composed of a material such as bamboo or steel that can be bent to...
Multi-degree splines are piecewise polynomial functions having sections of different degrees. For th...
The most basic output primitives in every computer graphics library are “lineSegment()” and “Polygon...
Isogeometric analysis, as a generalization of the finite element method, employs spline methods to a...
This chapter presents an overview of polynomial spline theory, with special emphasis on the B-spline...
• Understanding that splines minimize oscillations by fitting lower-order polynomials to data in a p...
The aim of this paper is to reconstruct relevant & well elaborated models for Splines as well as...
The splines covered in this thesis are piecewise polynomials. We pass a set of polynomials through t...
Abstract: Triangular B-splines provide a unified representation scheme for all piecewise polynomials...
Computer aided geometric design is the design of geometric shapes, such as curves and surfaces, by u...
Splines are piecewise polynomial, rational or trigonometric functions that are ubiquitous in a wide ...
This chapter promotes, details and exploits the fact that (univariate) splines, i.e., smooth piecewi...
Splines provide a significant tool for the design of computationally economical curves and surfaces ...
In a series of three articles, spline approximation is presented from a geodetic point of view. In p...
Sensible parameters for polynomials and other splines Frame 1 of 24 Polynomials and other splines I ...
A spline is a thin flexible strip composed of a material such as bamboo or steel that can be bent to...
Multi-degree splines are piecewise polynomial functions having sections of different degrees. For th...
The most basic output primitives in every computer graphics library are “lineSegment()” and “Polygon...
Isogeometric analysis, as a generalization of the finite element method, employs spline methods to a...
This chapter presents an overview of polynomial spline theory, with special emphasis on the B-spline...
• Understanding that splines minimize oscillations by fitting lower-order polynomials to data in a p...
The aim of this paper is to reconstruct relevant & well elaborated models for Splines as well as...
The splines covered in this thesis are piecewise polynomials. We pass a set of polynomials through t...
Abstract: Triangular B-splines provide a unified representation scheme for all piecewise polynomials...