文件名称:nd
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本程序利用牛顿插值法对函数表，求出各阶均差值并通过输入x值得到函数值。例如（课本 ）
给出 的函数表
X 0.40 0.55 0.65 0.80 0.90
y 0.41075 0.57815 0.69675 0.88811 1.02652
均差求至4阶，并由此计算 的近似值
运行环境:C-Free
-This procedure for the use of Newton' s interpolation function table, find the difference between both bands and by entering the value of x should be to function. For example, (textbooks) function given by Table X 0.40 0.55 0.65 0.80 0.90 y 0.41075 0.57815 0.69675 0.88811 1.02652 poor are seeking to 4 bands, and thus calculate the approximate runtime environment: C-Free
给出 的函数表
X 0.40 0.55 0.65 0.80 0.90
y 0.41075 0.57815 0.69675 0.88811 1.02652
均差求至4阶，并由此计算 的近似值
运行环境:C-Free
-This procedure for the use of Newton' s interpolation function table, find the difference between both bands and by entering the value of x should be to function. For example, (textbooks) function given by Table X 0.40 0.55 0.65 0.80 0.90 y 0.41075 0.57815 0.69675 0.88811 1.02652 poor are seeking to 4 bands, and thus calculate the approximate runtime environment: C-Free
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牛顿插值法
..........\牛顿插值法.cpp
..........\牛顿插值法.exe
..........\牛顿插值法.o
..........\牛顿插值法.cpp
..........\牛顿插值法.exe
..........\牛顿插值法.o