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Program1
- 曲线数据处理之滑动平均算法，主要讲述：曲线平滑。具体内容为：无论通过什么观测途径所得到的曲线数据，总不免有噪声。为了了解事物的变化规律，可以通过平滑处理消除噪声的干扰。观测曲线既有长周期的趋势性变化，也包括短周期的局部变化，在人们注重趋势性变化时，也需要对曲线进行平滑处理。-curve data processing for moving average algorithm, the story : curve smoothing. Specifically : no matter what w
twopoint
- 根据样本估计密度曲线的方法，也就是pavzen窗函数法，采用正态窗函数，先画直方图，在估计平滑的密度曲线
sanmu
- 三次样条函数算法C++源代码,用于工程上计算平滑曲线的插值计算.
TeeSpline
- B样条曲线类,使曲线绘制更平滑-B-spline curves category, drawing more smooth curve
CH2
- 切比雪夫曲线拟合及五点三次平滑fortran算法程序
problemCSystem
- 数控系统中经常会用到样条插值，对于不封闭曲线，一般的样条插值，就能解决，但对于封闭曲线，首尾控制点的处理不当，传统的增加控制点的方法经常会出现不平滑，甚至锐角，本文就应用埃尔米特插值解决这一问题，并在Visual C++上进行仿真实现。-CNC systems are often used in spline interpolation, for non-closed curve, the general spline interpolation, can be solved, but for
LSsmoothC
- 利用最小二乘法获得平滑的曲线，所用语言为C。-Using least squares method of curve smoothing, the use of language is C.
CDraw Application
- 自定义一元n次函数，根据定义的函数及其值域绘制曲线，并且对已知曲线进行多种运算，例如：求导，微分，曲率，去杂点，平滑等等。-N times one dollar custom function, by definition, the function and range of drawing curves, and a variety of computing known curve, for example: derivation, derivative, curvature, to the
Lagrange-interpolation
- 用拉格朗日插值法进行插值计算和曲线拟合，得到更平滑曲线-Use Lagrange interpolation method to compute and fit the curve
line
- 通过贝泽尔函数平滑曲线，可灵活控制差值参数，有实例。-By bezier curve smoothing function, the difference can be flexibly controlled parameters, there are examples.
smoothing
- 磁法数据的7点和5点平滑，在绘制日变曲线上非常有用。也可以平滑磁测数据-Magnetic data of 7 and 5 point smooth, very useful to draw diurnal variation curves. You can also smooth magnetic data
速度规划
- 在轨迹给定长度范围内，各个waypoint给定确定的速度范围约束，规划处平滑的速度变化曲线(Within the given length range of the trajectory, each waypoint is given a determined velocity range constraint and a smooth velocity variation curve at the planning point)
速度规划
- 速度曲线规划，在给定长度path 曲线上，根据各waypoint的速度约束，规划出平滑的速度曲线(speed curve planning.In a given length path curve, according to the speed of the waypoint constraints, planning a smooth speed curve.)