资源列表
divide-and-conquer-algorithm
- 利用分治策略求解时,所需时间取决于分解后子问题的个数、子问题的规模大小等因素,而二分法,由于其划分的简单和均匀的特点,是经常采用的一种有效的方法,例如二分法检索。-When solving using the divide and conquer strategy, the time required depends on the number of decomposed sub-problems, the size of sub-problems and other factors, but
FCMClust
- 模糊聚类分析作为无监督机器学习的主要技术之一,是用模糊理论对重要数据分析和建模的方法,建立了样本类属的不确定性描述,能比较客观地反映现实世界,它已经有效地应用在大规模数据分析、数据挖掘、矢量量化、图像分割、模式识别等领域,具有重要的理论与实际应用价值,随着应用的深入发展,模糊聚类算法的研究不断丰富-Unsupervised fuzzy clustering analysis as the main machine learning techniques is the use of fuzzy t
Large-Integer-Multiplication-
- 大整数相乘,是用数组的形式模拟乘法,简单,很实用-Large integer multiplication, is to use an array of analog multiplication, simple and very practical
Large-Int-Multi(list)
- 大整数相乘,使用链表的方式实现的,能够正确演示结果-Large integer multiplication using linked list implementation, able to correctly demonstrate results
QR1
- QR算法求解 int qrroot(a,n,u,v,eps,itmax) double *a,*u,*v,eps int n,itmax { int i double *H H=(double*)malloc(sizeof(double)*n*n)-QR algorithm int qrroot (a, n, u, v, eps, itmax) double* a,* u,* v, eps int n, itmax {int i double* H
NewTon
- Newton迭代法,用Newton迭代法求方程,(内附题目) #include<stdio.h> #include<math.h> #define N 100 #define PS 1e-4 #define TA 1e-4 float Newton(float (*f)(float),float(*f1)(float),float x0 ) { float x1,d=0 int k=0 do { x1= x0-
LU
- LU分解法解线性方程组(内附题目) #include "math.h" #include "stdio.h" #define n 4 int LU(double (*a)[n])-LU decomposition method for solving linear equations (containing title)# include " math.h" # include " stdio.h" # define n 4 int LU (
PQ
- PQ分解的典型例程,非常适用于初学者及专业人士参考学习-PQ decomposition typical routines, very suitable for beginners and professionals refer to learning
testrotationFault1
- 地震断层旋转功能,把地震断层按研究需要旋转到一定角度。-Earthquake fault rotation function, according to the research needs of earthquake faults rotated to a certain angle.
tarjan
- 给定一个图,找强连通分量,使用Tarjan算法-Given a graph, find the strongly connected components, the use of Tarjan algorithm
AlphaDemo
- 利用26个英文字母表示0至2147483647整数的函数源码-Using the 26 English letters 0-2147483647 integer function source
NumAlgFor77
- 这是一个标准数值计算的Fortran77案例程序,虽然没有高深而专门的算法,但对一些常用的算法,如矩阵计算,插值,拟合,数值微分和积分,非线性方程求根,函数极值,常微分和偏微分方程的求解等给出了案例式的的解法,有助于数值方法初学者入门或老用户常规调用,也可以作为子例子程序调用。-This is a standard numerical Fortran77 procedures in case, though not profound and specialized algorithms, but
