A new kind of spline with variable frequencies, called ωB-spline, is presented. It not only
unifies B-splines, trigonometric and hyperbolic polynomial B-splines, but also produces more …

A new kind of spline with variable frequencies, called ωB-spline, is presented. It not only
unifies B-splines, trigonometric and hyperbolic polynomial B-splines, but also produces more …

… the background of ωB-splines. Then this kind of modeling method has the merits of both
subdivision and ωB-splines. Concretely, we consider the subdivision of uniform ωB-splines with …

… Actually, the ωB-splines proposed in Fang et al. [Fang and Wang (2008)] can easily be used
… To blend basic shapes, we adopt the C-type ωB-splines of degree 2 (Ctype splines for short)…

… The papers discuss the properties and construction of ωB-splines, orthogonal wavelets,
and B-spline-like bases for interpolation and quasi-interpolation. Additionally, they explore the …

The definition and basic properties of wB-splines, frequently used as primal scaling functions,
are introduced, as well as their refinement equation. Then, a method for constructing …

A method of blending circular quadrics with parametric patches is proposed in this paper. It
needs n rational bi-cubic Bézier patches and two S-patches to blend n (n > 2) quadrics. Bi-…