• R语言-因子分析


    > ######因子分析
    > pt<-read.csv("profile_telecom.csv")
    > head(pt)
           ID cnt_call cnt_msg cnt_wei cnt_web
    1 1964627       46      90      36      31
    2 3107769       53       2       0       2
    3 3686296       28      24       5       8
    4 3961002        9       2       0       4
    5 4174839      145       2       0       1
    6 5068087      186       4       3       1
    > library(psych)
    > #用fa.parallel()确定主成分个数
    > fa.parallel(pt,fa="both",n.iter = 100)###因子分析碎石图选转折点而不是特征根大于一
    

    > #fa(pt,nfactors = ,rotate = "varimax",fm=""):fm提取因子方法有pa(主轴迭代)
    > #、ml(最大似然)、wls(最小二乘)等方法
    > ptfa<-fa(r=pt,nfactors = 2,rotate = "promax",fm="pa",scores = T)
    > ptfa
    Factor Analysis using method =  pa
    Call: fa(r = pt, nfactors = 2, rotate = "promax", scores = T, fm = "pa")
    Standardized loadings (pattern matrix) based upon correlation matrix
               PA1   PA2     h2      u2 com
    ID       -0.01  0.04 0.0016  0.9984 1.1
    cnt_call  0.13 -0.02 0.0148  0.9852 1.1
    cnt_msg   0.20  0.87 0.9319  0.0681 1.1
    cnt_wei   1.01 -0.05 0.9896  0.0104 1.0
    cnt_web   0.85  0.28 1.0048 -0.0048 1.2
    
                           PA1  PA2
    SS loadings           1.96 0.98
    Proportion Var        0.39 0.20
    Cumulative Var        0.39 0.59
    Proportion Explained  0.67 0.33
    Cumulative Proportion 0.67 1.00
    
     With factor correlations of 
         PA1  PA2
    PA1 1.00 0.41
    PA2 0.41 1.00
    
    Mean item complexity =  1.1
    Test of the hypothesis that 2 factors are sufficient.
    
    The degrees of freedom for the null model are  10  and the objective function was  5.01 with Chi Square of  2988.84
    The degrees of freedom for the model are 1  and the objective function was  0.01 
    
    The root mean square of the residuals (RMSR) is  0.01 
    The df corrected root mean square of the residuals is  0.04 
    
    The harmonic number of observations is  600 with the empirical chi square  1.47  with prob <  0.23 
    The total number of observations was  600  with Likelihood Chi Square =  6.48  with prob <  0.011 
    
    Tucker Lewis Index of factoring reliability =  0.982
    RMSEA index =  0.096  and the 90 % confidence intervals are  0.037 0.171
    BIC =  0.09
    Fit based upon off diagonal values = 1
    Measures of factor score adequacy             
                                                      PA1  PA2
    Correlation of (regression) scores with factors     1 0.99
    Multiple R square of scores with factors            1 0.98
    Minimum correlation of possible factor scores       1 0.97
    > tail(ptfa$scores)#看迭代结果的后五行
                  PA1         PA2
    [595,]  1.7944781  8.40547805
    [596,]  0.2931260 -0.72735784
    [597,] -0.3431254  0.48556060
    [598,]  3.0720057 -0.72170499
    [599,] -0.1089760  0.06106985
    [600,] -0.5381938 -0.47854547
    > factor.plot(ptfa)

    fa.diagram(ptfa)

    > ptsum<-cbind(ptpc,ptfa$scores)#和上期主成分分析的结果对比
    > head(ptsum)
           ID cnt_call cnt_msg cnt_wei cnt_web        RC1        RC3        RC2        PA1
    1 1964627       46      90      36      31  0.1952344  3.8712835 -0.3726676  1.1900638
    2 3107769       53       2       0       2 -0.4219981 -0.6793516 -0.1552081 -0.5338358
    3 3686296       28      24       5       8 -0.4194772  0.5202526 -0.5541321 -0.2507665
    4 3961002        9       2       0       4 -0.2943034 -0.6714705 -0.8283602 -0.3536961
    5 4174839      145       2       0       1 -0.5535192 -0.6802487  1.2451860 -0.6250782
    6 5068087      186       4       3       1 -0.5413228 -0.6159420  1.8639601 -0.6259881
               PA2
    1  4.036884424
    2 -0.513818738
    3  0.675144374
    4 -0.007852624
    5 -0.782894711
    6 -1.046314108
    
  • 相关阅读:
    数据结构之 移位操作
    大话设计模式之外观模式
    JSP的内置对象(application)
    从键盘输入一个整数(1~20) 则以该数字为矩阵的大小,把1,2,3…n*n 的数字按照顺时针螺旋的形式填入其中。
    linux线程应用
    【网络挖掘:成就与未来方向】之网络挖掘应用程序与相关概念
    Thinking in Java之匿名内部类
    [Go] map
    [跟着hsp步步学习系统]oracle培训学习集锦全360度扫描(2)
    HDU3791:二叉搜索树
  • 原文地址:https://www.cnblogs.com/ye20190812/p/13894040.html
Copyright © 2020-2023  润新知