说明： 7.0的版本但和7.5差不多-Description: version 7.0 and 7.5 but almost

Note:通过模拟量输入口LINE_IN输入电压值，以8K的采样率经A/D //转换后送给IOB口控制LED点亮,同时可以根据LED的点亮来了解转换 //的数据-Note : Analog inputs LINE_IN input voltage value to 8K by the sampling rate A/D// conversion gave Privalov population control LED lights, LED can be lit to understand the conversion// data

用vb编写遗传算法，实际应用部分（如适应度函数需要自己编写，程序中已注明），此为转载代码-Vb prepared using genetic algorithm, the practical application of some (such as the fitness function needs its own written procedures have been specified), this is reproduced in the code

it is file ralated to football FIFA 08

* 用牛顿插值法依据N个已知数据点即使函数值 * 输入: n--已知数据点的个数N-1 * x--已知数据点第一坐标的N维列向量 * y--已知数据点第二坐标的N维列向量 * xx-插值点第一坐标 * 输出: 函数返回值所求插值点的第二坐标 -Newton interpolation method based on N-known data points even function* Input : n-- known data points the number N-1* x-- known data points of the first N-dimensional coordinates listed Vector* y-- Known number stronghold of the second N-dimensional coordinates listed Vector* xx-point first interpolation* Coordinate output : function return values for the second interpolation point coordinates

非常有用的资料，对学习VHDL很有帮助，大家要好好珍惜-Very useful information, to learn VHDL helpful, we have to cherish! !

经典simple例子经典UML建模实例.mdl

* 用埃特金插值法依据N个已知数据点计算函数值 * 输入: n--已知数据点的个数N-1 * x--已知数据点第一坐标的N维列向量 * y--已知数据点第二坐标的N维列向量 * xx-插值点第一坐标 * eps--求解精度 * 输出: 函数返回值所求插值点的第二坐标 -* Use Aitken interpolation method based on N-known data points calculation function* Input : n-- known data points the number N-1* x-- known data points of the first N-dimensional coordinates listed Vector* y-- Known number stronghold of the second N-dimensional coordinates listed Vector* xx-point first interpolation coordinates* eps-- Accuracy* output : function return values for the second interpolation point coordinates

next level.....,-next level.....,..............

JAVA压缩技术可能有些小错误不是本人写的-Java compression technology may be some minor errors than I write