Add to ORKGRational and polynomial 'smooth ' interpolation schemes are derived which interpolate a function and its derivatives along the boundary of a triangle. The interpolation schemes are symmetric and affine invariant on the triangle and can be used to construct a piecewise defined function which is CN(Ω) over a triangular subdivision of a polygonal region Ω.-1-1
We present C^3 or C^4 shape-preserving interpolation schemes based on a two-parameter family of rati...
We investigate the construction of local quasi-interpolation schemes based on a family of bivariate ...
AbstractInterpolation schemes which assume prescribed values on the boundary of a triangle are prese...
Rational and polynomial 'smooth' interpolation schemes are derived which interpolate a function and ...
AbstractThe purpose of this paper is to describe new schemes of interpolation to the boundary values...
AbstractBoolean sum smooth interpolation to boundary data on a triangle is described. Sufficient con...
Boolean sum smooth interpolation to boundary data on a triangle is described. Sufficient conditions ...
Abstract. In previous works a polynomial interpolation method for triangular meshes has been introdu...
International audienceIn previous works a polynomial interpolation method for triangular meshes has ...
Boolean sum interpolation theory is used to derive a polynomial interpolant which interpolates a fun...
International audienceTriangular Bezier patches are an important tool for defining smooth surfaces o...
Interpolation is the process of defining a function that takes on specified values at specified poin...
Piecewise interpolation methods, as spline or Hermite cubic interpolation methods, define the interp...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
AbstractFunctional polynomials composed of sinusoidal functions are introduced as basis functions to...
We present C^3 or C^4 shape-preserving interpolation schemes based on a two-parameter family of rati...
We investigate the construction of local quasi-interpolation schemes based on a family of bivariate ...
AbstractInterpolation schemes which assume prescribed values on the boundary of a triangle are prese...
Rational and polynomial 'smooth' interpolation schemes are derived which interpolate a function and ...
AbstractThe purpose of this paper is to describe new schemes of interpolation to the boundary values...
AbstractBoolean sum smooth interpolation to boundary data on a triangle is described. Sufficient con...
Boolean sum smooth interpolation to boundary data on a triangle is described. Sufficient conditions ...
Abstract. In previous works a polynomial interpolation method for triangular meshes has been introdu...
International audienceIn previous works a polynomial interpolation method for triangular meshes has ...
Boolean sum interpolation theory is used to derive a polynomial interpolant which interpolates a fun...
International audienceTriangular Bezier patches are an important tool for defining smooth surfaces o...
Interpolation is the process of defining a function that takes on specified values at specified poin...
Piecewise interpolation methods, as spline or Hermite cubic interpolation methods, define the interp...
summary:The reduction and the concentration of the parameters determining an interpolation polynomia...
AbstractFunctional polynomials composed of sinusoidal functions are introduced as basis functions to...
We present C^3 or C^4 shape-preserving interpolation schemes based on a two-parameter family of rati...
We investigate the construction of local quasi-interpolation schemes based on a family of bivariate ...
AbstractInterpolation schemes which assume prescribed values on the boundary of a triangle are prese...