搜索资源列表
3BSpline
- 三次B样条拟合计算非穿过所有已知点的光滑曲线上的坐标组（其中List为动态数组类型）
spline3_dephi
- Dephi写的三次样条拟合及显示程序, 供计算机图形学爱好者使用
bsplines
- 计算机绘图程序，三次B样条函数曲线，包含源代码及Delphi图形范例，适合曲线拟合用途
绘制三次B样条
- 一个绘制三次B样条的类，可通过型值点计算控制点，可进行拆分，可计算拟合误差-a cubic B-spline drawing of the category, through point-value calculation control points can be split, translate fitting error
8pointsBspline.rar
- 对于8个顶点B样条曲线进行拟合，采用有理三次B样条算法,8 vertex for B-spline curve fitting, using rational cubic B-spline algorithm
sanciyangtiao
- 三次样条和最小误差法进行曲线拟合，对于离散分布的点通过三次曲线拟合方法生成光滑曲线-Three times spline and minimum error curve fitting method, the distribution of point for discrete, through three spline proceed fitting connate into smooth curve
CurveFitSet
- 曲线拟合算法合集，包括最小二乘法、三次样条插值、Nurbs拟合等，包括过关键点拟合-Curve fitting algorithm collection, including the least squares method, cubic spline interpolation, Nurbs fitting, including key points fitting
SplineInterpolation
- 多项式拟合和三次b样条曲线拟合源代码，过关键控制点。-Polynomial fitting and cubic b-spline curve fitting source code, hit critical control points.
CurveFit
- 简单的三次样条曲线拟合代码！VS2005编译通过!-Simple cubic spline curve fitting code! VS2005 compiler through!
tyu
- 利用matlab编写三次样条插值法拟合函数的一般化程序-Cubic spline function using matlab fit function generalization programming
bspline
- B样条曲线拟合程序，实现控制点求取一个合适的三次B样条，以及重新拟合的曲线，拥有良好的精确度-b-spline curve fitting procedures, implement control point to strike a fitting cubic B-spline, as well as re-fitting curves, better accuracy
Bsp
- 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
Three-spline-curve
- 三次样条曲线拟合，可以将十个离散点拟合成一条曲线，曲线是C2连续。-Three spline curve fitting, you can put the ten discrete points into a curve, the curve is C2 continuous.
57825703
- 测绘相关源码 包括：角度化弧度,弧度化角度,计算两点间的方位角,B_三次样条函数曲线拟合,贝赛尔曲线,()
三次样条曲线拟和
- 三次样条曲线拟合类，可用于样条插值、拟合、预测等算法场合。(The Cubic Spline Interpolation class can be used for spline interpolation, fitting, prediction and other algorithms.)
statistics
- 用此程序，可将一条曲线离散成散点，并用三次样条曲线重新拟合，使其具有良好而形态。(With this procedure, a curve can be discretized into scatters and re-fitting with a cubic spline curve to give it a good shape.)