AbstractWe study the scaled Pythagorean-hodograph (PH) preserving mappings. These mappings make offset-rational isothermal surfaces and map PH curves to PH curves. We present a method to produce a great number of the scaled PH preserving mappings. For an application of the PH preserving mappings, we solve the Hermite interpolation problem for PH curves in the space
We propose a new method for constructing rational spatial Pythagorean Hodograph (PH) curves based on...
Methods using Pythagorean hodographs both in Euclidean plane and Minkowski space are often used in g...
The complex representation of polynomial Pythagorean-hodograph (PH) curves allows the problem of con...
AbstractWe study the scaled Pythagorean-hodograph (PH) preserving mappings. These mappings make offs...
AbstractAlgorithms based on Pythagorean hodographs (PH) in the Euclidean plane and in Minkowski spac...
Despite the fact that the orthogonal projection of a spatial Pythagorean hodograph (PH) curve into t...
We introduce a new class of Pythagorean-Hodograph (PH) space curves - called Algebraic-Trigonometric...
We introduce a new class of Pythagorean-Hodograph (PH) space curves - called Algebraic-Trigonometric...
Algorithms based on Pythagorean hodographs (PH) both in Euclidean plane and Minkowski space share co...
AbstractA polynomial Pythagorean-hodograph (PH) curve r(t)=(x1(t),…,xn(t)) in Rn is characterized by...
AbstractAlgorithms based on Pythagorean hodographs (PH) in the Euclidean plane and in Minkowski spac...
We present an algorithm for C1 Hermite interpolation using Möbius transformations of planar polynomi...
A unique feature of polynomial Pythagorean–hodograph (PH) curves is the ability to interpolate G 1 H...
In a recent paper (Lee et al., 2014) a family of rational Pythagorean-hodograph (PH) curves is intro...
A unique feature of polynomial Pythagorean–hodograph (PH) curves is the ability to interpolate G 1 H...
We propose a new method for constructing rational spatial Pythagorean Hodograph (PH) curves based on...
Methods using Pythagorean hodographs both in Euclidean plane and Minkowski space are often used in g...
The complex representation of polynomial Pythagorean-hodograph (PH) curves allows the problem of con...
AbstractWe study the scaled Pythagorean-hodograph (PH) preserving mappings. These mappings make offs...
AbstractAlgorithms based on Pythagorean hodographs (PH) in the Euclidean plane and in Minkowski spac...
Despite the fact that the orthogonal projection of a spatial Pythagorean hodograph (PH) curve into t...
We introduce a new class of Pythagorean-Hodograph (PH) space curves - called Algebraic-Trigonometric...
We introduce a new class of Pythagorean-Hodograph (PH) space curves - called Algebraic-Trigonometric...
Algorithms based on Pythagorean hodographs (PH) both in Euclidean plane and Minkowski space share co...
AbstractA polynomial Pythagorean-hodograph (PH) curve r(t)=(x1(t),…,xn(t)) in Rn is characterized by...
AbstractAlgorithms based on Pythagorean hodographs (PH) in the Euclidean plane and in Minkowski spac...
We present an algorithm for C1 Hermite interpolation using Möbius transformations of planar polynomi...
A unique feature of polynomial Pythagorean–hodograph (PH) curves is the ability to interpolate G 1 H...
In a recent paper (Lee et al., 2014) a family of rational Pythagorean-hodograph (PH) curves is intro...
A unique feature of polynomial Pythagorean–hodograph (PH) curves is the ability to interpolate G 1 H...
We propose a new method for constructing rational spatial Pythagorean Hodograph (PH) curves based on...
Methods using Pythagorean hodographs both in Euclidean plane and Minkowski space are often used in g...
The complex representation of polynomial Pythagorean-hodograph (PH) curves allows the problem of con...
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