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- Adds a closed curve to this path. 向此路径添加一个闭合曲线。
- A closed curve bounding a plane area. 周界围绕一平面域的封闭性边界
- A surface generated by a closed curve rotating about, but not intersecting or containing, an axis in its own plane. 超环面由封闭曲线绕其所在平面某一轴旋转而生成的平面，这些旋转线都互不交叉或包含
- An algorithm for constructing rational spline closed curve which is tangent to the given polygon is described. 摘要描述了一种与给定多边形相切的有理样条闭曲线的算法。
- An algorithm for constructing rational spline closed curve which is tangent to the givenpolygon is described. 描述了一种与给定多边形相切的有理样条闭曲线的算法。
- "A closed curve is a path that repeats itself, and thus encloses one or more regions.Simple examples include circles, ellipses, and polygons. 封闭曲线的路径是循环的,包围一个或更多区域,简单的例子如圆、椭圆、多边形。
- Defines open and closed curves and how to draw and fill them. 定义开放曲线和闭合曲线以及如何绘制和填充这些曲线。
- Absorbing absolutely convex closed set 吸收的绝对凸闭集
- absolutely convex closed neighbourhood 绝对凸闭邻域
- "Closed curve, one of the conic sections of analytic geometry, consisting of all points whose distances from each of two fixed points (foci) add up to the same value. 解析几何中圆锥截线的一条封闭曲线,包含了与两个定点(焦点)之距离呈等值增加的所有点。
- absolutely convex closed neighborhood 绝对凸闭邻域
- Closed curves have an interior and therefore can be filled with a brush. 闭合的曲线具有内部,因此可以用画笔填充。
- If a piece of a path doesn't form a closed curve or shape, the FillPath method automatically closes that piece of the path before filling it. 如果路径的某一部分不构成封闭的曲线或图形,FillPath方法会在填充该部分之前先自动将其闭合。
- Singular integral equations with complex translations on smooth closed curve are discussed if equations satisfy regularity condition. And the solutions are obtained by the method of regularization. 在正则型的假设下;讨论了封闭曲线带复平移的奇异积分方程;并利用正则化方法得到方程解的表达式;所得结论补充了带平移的奇异积分方程的理论.
- A convex surface, body, part, or line. 凸面、凸面体、凸面部分或凸线
- In this paper we research the essential separating simple closed curves of the connected oriented closed surfaces. 设%23是连通的可定向的闭曲面F的一个完全曲线系统，%23是%23的一个分划。
- In the end,the proposed method has been implemented and tested with open and closed curves in the environment of VC++ 6.0 and ACIS. 最后;在VC++6.;0和造型引擎ACIS平台上实现了本文提出的方法。
- Using an intuitionistic and primary method, a proof of the theorem of turning tangents of plane simple closed curves is given. 给出平面简单闭曲线切线的旋转指标定理的一个证明,所用的方法是直观和初等的,并适用于研究一般情形下的类似几何对象。
- An indifference curve is usually assumed to be convex. 无差异曲线通常呈凸形。
