资源列表
kriging.zip
- Kriging 内插算法 通过已知点的测量值来内插获取未知点的预测,Kriging algorithym
CDigital
- 也是一个类，实现进制算法，也用于acm中的穷举-Is also a category, to achieve M-ary algorithm, but also for the exhaustive acm
niudunchazhi
- 牛顿插值算法实现，以方便数学计算模块的应用，提供便利-Newton interpolation algorithm in order to facilitate the application of mathematical calculation module, to facilitate the
matrix
- Its programming code how to calculated matrix
my_vc
- fft函数 很简练的算法，好用的顶一下-fft
qiugen
- 用弦截法实现求方程的根，并且利用c++实现，计算精度高 -Secant Method used to achieve the root of equation, and using c++ to achieve high precision
p_judge
- 本程序用于判别所给数据源在置信率为0.05时的概率分布形式，A的形式为n×1-this program is used to provide the distribution form of data sources under the judgement of 0.05 as confidence rate, A s form is n×1
Lagrange-interpolation
- 数值分析实验程序，C++程序编写，拉格朗日插值公式的算法。-Numerical analysis of experimental procedures, C++ programming, Lagrange interpolation formula algorithms.
Cpp1
- 龙格-库塔(Runge-Kutta)方法是一种在工程上应用广泛的高精度单步算法。由于此算法精度高，采取措施对误差进行抑制，所以其实现原理也较复杂。该算法是构建在数学支持的基础之上的。-Runge- Kutta (Runge-Kutta) method is widely used in engineering high-precision single-step algorithm. Because this algorithm is high precision, to take measur
table-of-primes
- 生成素数表，生成素数有一些算法，但是没有能生成较大的数的好的算法 ，这个算法 希望这个算法能给大家起到抛砖引玉的效果，另外，算法中用到的几个其他文档，是用到的其他函数。-Decimal erythropoietin
drawcurve
- 作sin(x)在x=0处的5阶、10阶泰勒级数展开，用展开式计算并绘制[-2π, 2π]的曲线，并把5阶、10阶、sin(x)绘制在同一坐标下进行比较。-For sin (x) at x = 0 at the 5 order, the 10-order Taylor series expansion and draw [-2π, 2π] curve, and 5 order, order 10, sin (x) is plotted in the same coordinate comparis
calcule
- 将浮点型数据转化成十进制数的有效的matlab小程序，可以直接使用-The float data into a decimal number valid matlab small procedures, can be used directly