我有一个超过20000行的数据集,其中每一行都是一个独特的客户。我做了k-mean聚类,输出结果是这样的。
str(km.out.best)
List of 9
$ cluster : Named int [1:24] 2 1 1 3 4 2 6 4 5 2 ...
..- attr(*, "names")= chr [1:24] "nr_pxx_sxx" "sxxxxxxxx
$ centers : num [1:10, 1:20000] -0.1806 -0.3596 -0.7953 0.0781 -0.5887 ...
..- attr(*, "dimnames")=List of 2
.. ..$ : chr [1:10] "1" "2" "3" "4" ...
.. ..$ : NULL
$ totss : num 618756
$ withinss : num [1:10] 1294 68340 0 4363 2530 ...
$ tot.withinss: num 184130
$ betweenss : num 434625
$ size : int [1:10] 2 4 1 3 2 2 2 2 2 4
$ iter : int 3
$ ifault : int 0
- attr(*, "class")= chr "kmeans"
我想知道如何才能在中心值旁边得到一个聚类数。因此,类似于
#示例输出
cust_id centers cluster_number
1 -0.1806 1
2 -0.3596 1
3 -0.7953 2
4 0.0781 ..
5 -0.5887 3
衷心感谢
假设你的数据是这样的。
dat = matrix(runif(20000*24),nrow=20000)
dim(dat)
dim(dat)
[1] 20000 24
你不进行转置。然后你运行kmeans,很可能你需要把算法改成MacQueen或Lloyd,并提高数据的最大迭代。
km.out.best = kmeans(dat,10,algorithm="MacQueen",iter.max=200)
result = data.frame(id=1:nrow(dat),cluster=km.out.best$cluster)
head(result)
id cluster
1 1 5
2 2 10
3 3 7
4 4 3
5 5 7
6 6 6
你的中心是这样的
head(km.out.best$centers)
[,1] [,2] [,3] [,4] [,5] [,6] [,7]
1 0.3775496 0.2755110 0.5222402 0.5884940 0.4679775 0.6600569 0.4986263
2 0.7126183 0.2803162 0.3942072 0.6419705 0.5341550 0.5711218 0.5053729
3 0.6413244 0.6578503 0.5333248 0.4661831 0.5552559 0.5561365 0.4451808
4 0.3234074 0.6514881 0.4079006 0.6715400 0.4791075 0.4223853 0.6221334
5 0.6473756 0.6532055 0.6182789 0.5097219 0.5376246 0.5365016 0.4391964
6 0.6970183 0.4965848 0.5065735 0.3036086 0.4303340 0.3970691 0.5170568
[,8] [,9] [,10] [,11] [,12] [,13] [,14]
1 0.4594594 0.4345581 0.5701588 0.5906317 0.4385964 0.5218407 0.5516426
2 0.4628033 0.4235150 0.3608926 0.5285110 0.5168564 0.4346563 0.4062454
3 0.5265977 0.5334992 0.5376332 0.4512221 0.4647484 0.4902010 0.4676214
4 0.5939197 0.4694504 0.3937454 0.3384044 0.5686476 0.6172650 0.5186179
5 0.4654073 0.6234457 0.4909938 0.5596412 0.4936359 0.4770979 0.6025122
6 0.5156159 0.4322397 0.5056121 0.5290063 0.5568705 0.4741198 0.5276150
[,15] [,16] [,17] [,18] [,19] [,20] [,21]
1 0.5504851 0.2829263 0.5801165 0.4646302 0.6408827 0.4199201 0.5407101
2 0.5626282 0.6359599 0.5034993 0.4243469 0.3807163 0.5950345 0.4706131
3 0.3517145 0.2888798 0.6448517 0.3631902 0.5299283 0.4487787 0.4675805
4 0.4331985 0.4305047 0.4862307 0.4381856 0.3399696 0.4781299 0.5236181
5 0.6830292 0.6005151 0.5231041 0.5242238 0.4303912 0.3199860 0.3725459
6 0.2797726 0.4564681 0.5102230 0.6247973 0.4563937 0.6386731 0.5464769
[,22] [,23] [,24]
1 0.5655326 0.5366878 0.6097194
2 0.4910263 0.3989447 0.4676507
3 0.4119647 0.3304486 0.3322215
4 0.5843183 0.4549804 0.6379758
5 0.6010346 0.6001782 0.6310740
6 0.5110444 0.6080165 0.6967485
它的列数和你的数据一样多 如果你想附加这个,并创建一个巨大的data.frame,有冗余的信息重复,这里去。
head(cbind(result,km.out.best$centers[result$cluster,]))
id cluster 1 2 3 4 5 6
X5 1 5 0.6473756 0.6532055 0.6182789 0.5097219 0.5376246 0.5365016
X10 2 10 0.4280159 0.5213989 0.6012614 0.6827887 0.4621622 0.4026403
X7 3 7 0.3671682 0.5811399 0.4086544 0.3584764 0.4406988 0.5859552
X3 4 3 0.6413244 0.6578503 0.5333248 0.4661831 0.5552559 0.5561365
X7.1 5 7 0.3671682 0.5811399 0.4086544 0.3584764 0.4406988 0.5859552
X6 6 6 0.6970183 0.4965848 0.5065735 0.3036086 0.4303340 0.3970691
7 8 9 10 11 12 13
X5 0.4391964 0.4654073 0.6234457 0.4909938 0.5596412 0.4936359 0.4770979
X10 0.4308780 0.5798660 0.6022418 0.5895790 0.6293778 0.4796867 0.5552222
X7 0.3682988 0.6069791 0.3902141 0.6102076 0.3622590 0.5181898 0.5504739
X3 0.4451808 0.5265977 0.5334992 0.5376332 0.4512221 0.4647484 0.4902010
X7.1 0.3682988 0.6069791 0.3902141 0.6102076 0.3622590 0.5181898 0.5504739
X6 0.5170568 0.5156159 0.4322397 0.5056121 0.5290063 0.5568705 0.4741198
14 15 16 17 18 19 20
X5 0.6025122 0.6830292 0.6005151 0.5231041 0.5242238 0.4303912 0.3199860
X10 0.5755699 0.3837531 0.6864855 0.3524426 0.5525500 0.6080231 0.6136993
X7 0.3925091 0.6750364 0.6796406 0.5637069 0.4988824 0.5664360 0.5727071
X3 0.4676214 0.3517145 0.2888798 0.6448517 0.3631902 0.5299283 0.4487787
X7.1 0.3925091 0.6750364 0.6796406 0.5637069 0.4988824 0.5664360 0.5727071
X6 0.5276150 0.2797726 0.4564681 0.5102230 0.6247973 0.4563937 0.6386731
21 22 23 24
X5 0.3725459 0.6010346 0.6001782 0.6310740
X10 0.5897833 0.5092839 0.4041542 0.4247683
X7 0.4674218 0.5450985 0.5607961 0.4179112
X3 0.4675805 0.4119647 0.3304486 0.3322215
X7.1 0.4674218 0.5450985 0.5607961 0.4179112
X6 0.5464769 0.5110444 0.6080165 0.6967485