3n+1的算法 acm程序设计大赛的练习题目

中国农历，有详细的阴历算法。中国农历，有详细的阴历算法-Chinese Lunar, lunar calendar has a detailed algorithm. Chinese Lunar, lunar calendar has a detailed algorithm

表面等离子体共振的Matlab模拟，可以计算出共振峰的准确位置。-Surface Plasmon Resonance of the Matlab simulation, you can calculate the exact location of resonance peaks.

This a simple demo of how to evaluate mathematical expressions in text format, including provision for variables and functions. The code consists of three simple classes: 1) Calc - which does the main calculations, 2) Stack - which is used to push and pop intermediate operators and numbers and 3) Symbol Table. The symbol table is a collection of calc symbols, a type structure consisting of various elements, including the expression name, function name, and the final value of the expression The evaluation procedure is done in three steps: 1) simplify the expression by removing all the elements within () and storing them in subexpressions within the symbol table. 2) Each of these sub expressions are then converted to RPN format (Reverse polar notation) and evaluated 3) Finally, the main expression is converted to RPN and evaluated-This is a simple demo of how to evaluate mathematical expressions in text format, including provision for variables and functi

利用消元法中的列主元消元法来实现线性方程组的求解-Using elimination method in the PCA included elimination method to achieve linear equations

最小二乘拟和算法-least squares fitting algorithm

基于遗传算法的机器人路径规划的实现，已通过测试验证，是可以运行的C++程序。

一个vb程序，用坐标系来演示各种圆锥曲线,非常直观.-a procedure used to coordinate the various demonstration conic and very intuitive.

本程序的要求是已知几个节点x及节点函数f（x），要求近似函数！只要输出每点函数，对角线上的值，和最后一行的值，为继续插值准备！ 例如：0.00 0.00000 0.20 0.20134 0.30 0.30452 0.50 0.52110 得到结果：0.00000 0.20134 1.006700 0.30452 0.083666 0.52110 1.082900 0.170333 0.173334 f(0.230000)=0.249337 Rx(0.230000)=-1.46917e-09f-the procedural requirements are known, several nodes and node x function f (x), requiring similar function! As long as output per function point, the value of a diagonal, and the last line of duty, prepared to continue interpolation! For example : 0.00 0.00000 0.20134 0.30 0.20 0.50 0.52110 0.30452 outcome : 0.00000 0.30452 0.20134 1.006700 1.082900 0.083666 0.52110 f 0.170333 0.173334 (0.230000) = 0.249337 Rx (0.230000) =- 1.46917e- 09f

六自由度工业机器人直线轨迹插补算法源码，对于从工件生成的离散路径点，可通过该程序进行直线拟合以及 相应路径更精确插补，精插补点间隔（插补步长）可自行设置。

资源描述古典问题：有一对兔子，从出生后第3个月起每个月都生一对兔子，小兔 子长到第三个月后每个月又生一对兔子，假如兔子都不死，问每个月的兔子总数 为多少？ 本代码包含两个程序： 程序一：自主输入月数，输出各月的兔子数。 程序二：运行即输出20个月的兔子书。