AbstractWe present in this paper an algorithm for computing Ck spline functions, i.e., spline functions which generate k time continuous and derivable approximations. These functions seem to be very efficient in several applied nonlinear differential problems, like nonlinear control, or nonlinear simulation
Não disponívelThis thesis is concerned primarily with spline functions and their application to solv...
We introduce here Cartesian splines or, for short, C-splines. C-splines are piecewise polynomials wh...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
AbstractWe present in this paper an algorithm for computing Ck spline functions, i.e., spline functi...
AbstractWe present in this article the structural and algebraic properties of the linear operators g...
A succinct introduction to splines, explaining how and why B-splines are used as a basis and how cub...
AbstractApproximating a function with prescribed values at given points on a real interval by a cubi...
Spline functions are a form of piecewise polynomials with many diverse uses and applications across ...
This paper outlines an algorithm for the continuous non-linear approximation of procedurally defined...
In this paper, starting from a sequence of results which can be traced back to I. J. Schoenberg, we ...
The use of spline basis functions in solving least squares approximation problems is investigated. T...
It is well known that the cubic spline function has advantages of simple forms, good convergence, ap...
In this thesis we report on investigations into the numerical solution of deterministic, continuous-...
A new differential-recurrence relation for the B-spline functions of the same degree is proved. From...
We describe a method for discrete representation of continuous functions and show how this may be us...
Não disponívelThis thesis is concerned primarily with spline functions and their application to solv...
We introduce here Cartesian splines or, for short, C-splines. C-splines are piecewise polynomials wh...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
AbstractWe present in this paper an algorithm for computing Ck spline functions, i.e., spline functi...
AbstractWe present in this article the structural and algebraic properties of the linear operators g...
A succinct introduction to splines, explaining how and why B-splines are used as a basis and how cub...
AbstractApproximating a function with prescribed values at given points on a real interval by a cubi...
Spline functions are a form of piecewise polynomials with many diverse uses and applications across ...
This paper outlines an algorithm for the continuous non-linear approximation of procedurally defined...
In this paper, starting from a sequence of results which can be traced back to I. J. Schoenberg, we ...
The use of spline basis functions in solving least squares approximation problems is investigated. T...
It is well known that the cubic spline function has advantages of simple forms, good convergence, ap...
In this thesis we report on investigations into the numerical solution of deterministic, continuous-...
A new differential-recurrence relation for the B-spline functions of the same degree is proved. From...
We describe a method for discrete representation of continuous functions and show how this may be us...
Não disponívelThis thesis is concerned primarily with spline functions and their application to solv...
We introduce here Cartesian splines or, for short, C-splines. C-splines are piecewise polynomials wh...
This dissertation gives explicit algorithms for constructing multiple types of high dimen-sional 1D ...
DOI
Add to ORKG