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   广义ball曲线的 的翻译结果: 查询用时:0.036秒
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广义ball曲线的
相关语句
  generalized ball curves
    Modification of One Type of Generalized Ball Curves
    一类广义Ball曲线的改进
短句来源
    GENERALIZED BALL CURVES' PROPERTIES AND ITS APPLICATION
    广义Ball曲线的性质及其应用
短句来源
    Subdivision Algorithms for Generalized Ball Curves and Its Applications
    广义Ball曲线的细分算法及其应用
短句来源
    Generalized Ball curves of arbitrary degree were gained by extending that of odd degree, and its many properties and applications, such as degree raising formula, transformation between gerenalized Ball curves and Bézier curves, limiting theorem, dual basis, Marsden equavilent under generalized Ball basis, elvaution algorithm by lowing degree and unit properity etc. , were discussed.
    本文讨论了任意次数的广义Ball曲线的性质和它们的应用,如:一般的升阶公式,Bézier曲线与广义Ball曲线之间的转换,极限定理,对偶基,广义Ball基函数下的Maraden恒等式,降阶赋值算法,单位分解性质等.
短句来源
    Secondly, a unified representation of the Bezier curves and these two types of generalized Ball curves is given. On the basis of this representation some recursive algorithms for conversions among one another of these curves are presented.
    其二是给出Bezier曲线与这两类广义Ball曲线的统一表示,并利用这种表示给出它们之间相互转换的递归算法.
短句来源
  generalized ball curve
    Enveloping Theorem of Generalized Ball Curve
    广义Ball曲线的包络定理
短句来源
    Enveloping theorems of B e zier and B-spline curves have been developed by su[4], In this paper,euveloping theorem of generalized Ball curve will be discussed .
    Bzier曲线和B样条曲线的包络性质已在[4]中讨论过,本文研究广义Ball曲线的包络性质。
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  generalized ball curves
Unifying representation of Bézier curve and generalized ball curves
      
This paper presents two new families of the generalized Ball curves which include the Bézier curve, the generalized Ball curves defined by Wang and Said independently and some intermediate curves.
      


In a paper by Said, a basis was introduced for arbitary odd degree polynomials over cubic polynomials by Ball. In this paper, some properties and recursive algorithms of arbitary degree for evaluation and degree raising are given.

Said将Ball基由三阶延伸到奇数阶。本文在任意阶上讨论广义Ball曲线性质及其求值的新一种递归算法。

Enveloping theorems of B e zier and B-spline curves have been developed by su[4], In this paper,euveloping theorem of generalized Ball curve will be discussed .

Bzier曲线和B样条曲线的包络性质已在[4]中讨论过,本文研究广义Ball曲线的包络性质。

This paper presents two new types of generalized Ball curves. The first type is located between the Wang-Ball curve and the Said-Ball curve and the second one between the Benzer curve and the Said-Ball curve. The relative degree elevation schemes, recursive algorithms and explicit conversion formulas to the B6zier representation are given.

本文提出两类新的广义Ball曲线,一类介于Wang(王国瑾)和Said广义Ball曲线之间,另一类介于Bezier和Said曲线之间,同时给出有关的升阶公式、递推算法及转化成Bezier形式的系数公式.

 
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