[HTML][HTML] Explicit representations of changeable degree spline basis functions
W Shen, G Wang, P Yin - Journal of computational and applied …, 2013 - Elsevier
Changeable degree spline (CD-spline for short) basis functions, defined by an iterative
integral method, are extensions of B-spline basis functions. A CD-spline basis function is a …
integral method, are extensions of B-spline basis functions. A CD-spline basis function is a …
[PDF][PDF] 含有权参数的二次代数双曲B 样条曲线
谢进， 檀结庆， 李声锋 - 高等学校计算数学学报, 2011 - hfuu.edu.cn
Amethod ofgeneratingquadraticsplinecurves based on the weighted algebraic and
hyperbolic polynomialispresentedin thispaper, which shares many important properties of …
hyperbolic polynomialispresentedin thispaper, which shares many important properties of …
Numerical solution of coupled 1D Burgers' equation by Non-Uniform Algebraic-Hyperbolic B-spline Differential Quadrature Method
M Kapoor, V Joshi - International Journal for Computational …, 2023 - Taylor & Francis
Present paper deals with the numerical solution of coupled 1D Burgers' equation by
implementing the Non-Uniform Algebraic Hyperbolic (NUAH) B-spline Differential …
implementing the Non-Uniform Algebraic Hyperbolic (NUAH) B-spline Differential …
Subdivision of Uniform ωB-Spline Curves and Two Proofs of Its C k-2-Continuity
J Tang, M Fang, G Wang - Computer Modeling in Engineering …, 2018 - ingentaconnect.com
ωB-splines have many optimal properties and can reproduce plentiful commonly-used
analytical curves. In this paper, we further propose a non-stationary subdivision method of …
analytical curves. In this paper, we further propose a non-stationary subdivision method of …
N-way blending problem of circular quadrics
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 …
needs n rational bi-cubic Bézier patches and two S-patches to blend n (n> 2) quadrics. Bi …
Blending Basic Shapes By C-Type Splines and Subdivision Scheme
X Li, ME Fang, Q Qi - Computer Modeling in Engineering & …, 2019 - ingentaconnect.com
In this article, we adopt the C-type spline of degree 2 to model and blend basic shapes
including conics and circle arcs. The C-type spline belongs to the ωB-spline category of …
including conics and circle arcs. The C-type spline belongs to the ωB-spline category of …