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多种曲线差值方法, 如拉格朗日多项式差值, 贝塞尔曲线差值, 三次样条差值,A variety of curve difference methods, such as Lagrange polynomials margin, the margin Bezier curves, cubic spline difference
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三次样条插值和贝塞尔曲线 主要是对图象做插值-Cubic spline interpolation and Bezier curves are mainly made of image interpolation
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用MFC做的可以实现画三种平滑曲线的程序(三次样条插值，贝塞尔曲线，GDI+曲线平滑)-Using MFC to do three pictures to achieve a smooth curve of the procedure (cubic spline interpolation, Bezier curves, GDI+ curve smoothing)
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程序中尝试了各种平滑曲线的算法，包括
三次样条平滑曲线 的算法类
贝塞尔曲线的算法
GDI+平滑曲线的代码-Procedures to try a variety of smooth curves of the algorithm, including the cubic spline curve smoothing algorithm type algorithm Bessel curve smooth curve GDI+ code
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设计签名 三次样条插值函数 贝塞尔曲线 光滑曲线-Design Signature cubic spline interpolation function is a smooth curve of Bezier curves
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VC 三次样条插值和贝塞尔曲线实例程序,vs2005和vc6.0工程。-VC cubic spline interpolation and Bezier curves example programs
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三次样条和贝塞尔曲线，编程实现绘图功能。其使用MFC编程完成-Cubic spline and Bezier curves, programming graphics. The completion of its use MFC Programming
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Bspline曲线生成程序Catmull-Rom Spline, Lagrange, Natural Cubic Spline, and NURBS方法获得B样条曲线-Implementation of various mathematical curves that define themselves over a set of control points. The API is written in Java. The curves supported are: Bezier, B-Spl
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用VC6.0绘制三次Bezier样条曲线和三次B样条曲线-With VC6.0 draw cubic Bezier spline and cubic B-spline curve
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这是一个基于Visual C++ 6.0的windows程序，利用说三次样条插值，B样条插值，和Bezier曲线实现了曲线的生成-This is based on Visual C++ 6.0 for windows programs, the use of that cubic spline interpolation, B-spline interpolation, and Bezier curves to achieve the generation of the curve
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本代码包含以下算法：三叶梅花线,圆柱螺线,圆锥螺线,三次贝塞尔曲线,三次B样条曲线。
环形面,锥面,双线性曲面,旋转曲面,贝塞尔曲面,B样条曲面。源代码可以在VC++6.0中编译通过-This code contains the following algorithm: clover plum line, cylindrical spiral, conical spiral, cubic Bezier curves, cubic B-spline curve.
Surface of th
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实现曲线(三次贝塞尔曲线,三次B样条曲线,三叶梅花线,圆锥\圆柱螺线),曲面(贝塞尔曲面,B样条曲面,环形曲面,旋转曲面)等功能.-Curve (cubic Bezier curve, cubic B-spline curves, clover Plum Line, cone \ cylindrical spirals), surfaces (Bezier, B-spline surfaces, annular curved surface of revolution).
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Cubic Bezier Curve fitting for 2D control points
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本文研究了三次bezier曲线与三次B样条曲线的光滑拼接，用matlab可以实现这个过程-This paper studies the three bezier curves and cubic B-spline curves and smooth stitching, this process can be achieved using matlab
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用二次或三次B样条或Bezier曲线算法生成曲线。-Generated by a quadratic curve or a cubic B-spline or Bezier curve algorithm.
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1.1实现绘制Bresenham直线
运用Bresenham算法，通过点绘制实现直线。
1.2实现种子填充算法
运用4连通种子填充算法，实现填充矩形的颜色填充和矩形框内的颜色填充。
1.3实现几何变换
运用glRotated、glTranslated、glScaled实现几何图像的旋转、平移、放大、缩小。
1.4实现窗口裁剪
通过Cohen_Sutherland、Sutherland_Hodgman实现线段裁剪和多边形裁剪。
1.5实现绘制曲线
通过Bezie
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二次b样条和三次b样条曲线画法，完全按照定义来做的，支持多个点的绘制。比贝塞尔曲线好画，贝塞尔曲线有三个点和四个点的画法，点再多就需要拟合了-B-spline quadratic and cubic b-spline curve drawing, done in full accordance with the definition of support to draw more points. Good Bibeisaier curve drawing, Bezier curve with t
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MFC绘制三次B样条曲线和贝塞尔曲线，并且可以移动控制点，变换曲线形状。-Using MFC to draw the curve of cubic B spline and bezier, and can move the control points, transform curve shape.
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BSpline 及各种曲线Implementation of various mathematical curves that define themselves over a set of control points. The API is written in Java. The curves supported are: Bezier, B-Spline, Cardinal Spline, Catmull-Rom Spline, Lagrange, Natural Cubic Splin
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代码包含以下算法：三叶梅花线,圆柱螺线,圆锥螺线,三次贝塞尔曲线,三次B样条曲线。
环形面,锥面,双线性曲面,旋转曲面,贝塞尔曲面,B样条曲面。(The code contains the following algorithms: three-leaf plum blossom line, cylindrical spiral, conical spiral, cubic Bezier curve, cubic B-spline curve.
Torus, cone, bilinear sur
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