搜索资源列表
BigNumVB
- 一个VB小程序,能够进行大数的计算,可以作为学习的参考-a small procedure to carry out large numbers of calculation can be used as reference for the study
vb587899824
- VB二进制十 六进制之间转换的小程序
abint_bchol_brinv
- 将一些标准数值与非数值算法集中封装在几个DLL中,需要用时可在VB/Delphi/C#中分别调用,这里提供了3个小程序,分别用于线性方程组求根、计算行列式的值、矩阵求逆。
VB-AHP.rar
- 用VB语言编写的层次分析法程序，包括两个小程序，其中还包含了输入参数,VB language with the level of analysis procedures, including the two small programs, which also includes the input parameters
huangjinfenge
- 黄金分割法求最小值的vb程序 在一个极值区间内 用黄金分割法 求的函数的最小值-the program of searching for the minimize by the method of huangjinfenge
hexbin
- 用vb编制的程序，实现浮点数和二进制、十进制之间的转换，非常实用的一个小程序，拿出来跟大家分享-Prepared with a vb program to achieve floating-point and binary, decimal conversion between a very useful little program out to share with you
fft(VB)
- VB编写的快速傅里叶算法，可以稍作修改、作为一维曲线数据的频域滤波程序。内有波形数据，可供实验。-VB Fast Fourier Transform Algorithm prepared, you can make some modifications, as a one-dimensional curve data of the frequency domain filtering procedure. Within the waveform data, for experiment.
BackPropNN
- Vb生成带小数位的随机数示例程序，每点一次生成一组随机数，如上图所示。-Vb generated random numbers with decimal places sample programs, each point of time generate a set of random numbers, as shown above.
VBzuixiaoerchengfanihe
- 实现最小二乘法的VB程序,本程序准确性有待大家验证-zuixiaoerchengfanihe VB
2
- 该VB小程序可以设置参数,自动求出100个不能被3整除的数-The VB applet parameters can be set to automatically find the 100 number is not divisible by 3
chap6_02_VB_RELS
- 基于vb的递推增广最小二乘法参数估计，有仿真程序。用visual basic来编程序-Parameter estimation based on the the vb recursive extended least squares method
zuiyouhua
- 用vb实现最优化方法中的几种基本算法，包括最速下降法、牛顿法、共轭梯度法、最小二乘法等并结合数据库的使用，程序中还附带用户登录及管理-With vb achieve optimal methods of several basic algorithms, including the steepest descent method, Newton method, conjugate gradient method, least squares method and combined use of
vbbiaoding
- 一个vb小软件程序，可以输出圆环镦粗实验的标定曲线数据-A vb small software calibration curve data can be output ring upsetting experiment
jieduoyuanyicifangchengzu
- VB源代码，解多元一次方程组的小程序-VB source code, a multivariate equations solution applet. . .