文件名称:chazhiyunihe
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插值和拟合都是函数逼近或者数值逼近的重要组成部分。他们的共同点都是通过已知一些离散点集M上的约束,求取一个定义在连续集合S的未知连续函数,从而达到获取整体规律目的,即通过"窥几斑"来达到"知全豹"。-Interpolation and fitting function approximation or are an important part of the numerical approximation. They have in common are constrained by the known number of discrete points on the M strike a definition of continuous collection S (M contained in S) unknown continuous function, so as to achieve the purpose of obtaining the whole law, namely through the "peep a few spots "to achieve" know the whole picture. "
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下载文件列表
插值与拟合/
插值与拟合/curvefun.m
插值与拟合/griddataexam.m
插值与拟合/sea.m
插值与拟合/test1.m
插值与拟合/插值与拟合.pps
插值与拟合/curvefun.m
插值与拟合/griddataexam.m
插值与拟合/sea.m
插值与拟合/test1.m
插值与拟合/插值与拟合.pps
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