On a four-directional uniform mesh of the plane, we define and study C-0 Gori-Pitolli (abbreviated as GP) quadratics and C-1 GP quartics generated by integer translates of GP box-splines generalizing respectively the classical C-1 quadratic box-spline and one of the C-2 quartic box-splines. More specifically, we study the approximation of a bivariate function f by some quasi-interpolants and interpolants with values in these generalized spline spaces
AbstractLagrange interpolation by finite-dimensional spaces of uni- and multivariate generalized spl...
AbstractOur purpose in this paper is to show that the analogy between polynomial splines and general...
We study two kinds of quasi-interpolants (abbr. QI) in the space of C2 piecewise cubics in the plane...
AbstractOn a four-directional uniform mesh of the plane, we define and study C0 Gori–Pitolli (abbrev...
International audienceOn a four-directional uniform mesh of the plane, we define and study C0 Gori–P...
AbstractIn this paper we investigate the approximation power of local bivariate quadratic C1 quasi-i...
Abstract. We describe a new scheme based on quadratic C1-splines on type-2 triangulations approximat...
We show how two recent algorithms for computing C1 quartic interpolating splines can be stabilized t...
A quasi-interpolant (abbr. QI) is an approximation operator obtained as a finite linear combination ...
AbstractH-splines are B-splines with regular hexagonal supports on a three-direction mesh of the pla...
AbstractWe define a class of discrete quasi-interpolants based on bivariate box splines by imposing ...
AbstractWe investigate spline quasi-interpolants defined by C1 bivariate quadratic B-splines on nonu...
AbstractIn this paper we construct new simple and composed B-splines on the uniform four directional...
AbstractSpline quasi-interpolants are practical and effective approximation operators. In this paper...
We present the construction of a multivariate normalized B-spline basis for the quadratic C1-continu...
AbstractLagrange interpolation by finite-dimensional spaces of uni- and multivariate generalized spl...
AbstractOur purpose in this paper is to show that the analogy between polynomial splines and general...
We study two kinds of quasi-interpolants (abbr. QI) in the space of C2 piecewise cubics in the plane...
AbstractOn a four-directional uniform mesh of the plane, we define and study C0 Gori–Pitolli (abbrev...
International audienceOn a four-directional uniform mesh of the plane, we define and study C0 Gori–P...
AbstractIn this paper we investigate the approximation power of local bivariate quadratic C1 quasi-i...
Abstract. We describe a new scheme based on quadratic C1-splines on type-2 triangulations approximat...
We show how two recent algorithms for computing C1 quartic interpolating splines can be stabilized t...
A quasi-interpolant (abbr. QI) is an approximation operator obtained as a finite linear combination ...
AbstractH-splines are B-splines with regular hexagonal supports on a three-direction mesh of the pla...
AbstractWe define a class of discrete quasi-interpolants based on bivariate box splines by imposing ...
AbstractWe investigate spline quasi-interpolants defined by C1 bivariate quadratic B-splines on nonu...
AbstractIn this paper we construct new simple and composed B-splines on the uniform four directional...
AbstractSpline quasi-interpolants are practical and effective approximation operators. In this paper...
We present the construction of a multivariate normalized B-spline basis for the quadratic C1-continu...
AbstractLagrange interpolation by finite-dimensional spaces of uni- and multivariate generalized spl...
AbstractOur purpose in this paper is to show that the analogy between polynomial splines and general...
We study two kinds of quasi-interpolants (abbr. QI) in the space of C2 piecewise cubics in the plane...