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The fcmTFN function extends the fuzzy c-means algorithm to handle ordinal data through a triangular fuzzy number (TFN) representation.
result <- fcmTFN(
data = sim_likert7,
option = "B",
k_values = 2:6
)
#> Running k = 2
#> Running k = 3
#> Running k = 4
#> Running k = 5
#> Running k = 6
summary(result)
#>
#> Fuzzy C-Means Clustering for TFN
#> ---------------------------------
#>
#> Optimal number of clusters (k): 3
#>
#> Weights:
#> wc = 0.61997
#> ws = 0.38003
#>
#> Iterations: 11
#>
#> Scale configuration:
#> Type : symmetric
#> Option : B
#>
#> Xie-Beni values:
#> k = 2 : 0.067732
#> k = 3 : 0.044298
#> k = 4 : 4.477249e+14
#> k = 5 : 4.077275e+15
#> k = 6 : 3.137093e+15prototype_results(result, format = "table")
#> $Cluster_1
#> l c r
#> Var1 3.007 4.007 5.007
#> Var2 3.061 4.061 5.060
#> Var3 2.970 3.970 4.969
#> Var4 3.008 4.008 5.007
#> Var5 3.062 4.061 5.061
#> Var6 3.006 4.006 5.006
#> Var7 2.972 3.972 4.971
#> Var8 3.028 4.027 5.027
#> Var9 2.993 3.993 4.992
#> Var10 3.006 4.006 5.005
#> Var11 3.005 4.005 5.005
#> Var12 2.971 3.970 4.970
#>
#> $Cluster_2
#> l c r
#> Var1 1.081 2.022 3.022
#> Var2 1.133 2.038 3.038
#> Var3 1.140 2.023 3.023
#> Var4 1.081 1.952 2.952
#> Var5 1.102 1.976 2.976
#> Var6 1.113 1.997 2.997
#> Var7 1.110 2.041 3.041
#> Var8 1.102 1.933 2.933
#> Var9 1.093 2.034 3.034
#> Var10 1.071 1.995 2.995
#> Var11 1.113 2.046 3.045
#> Var12 1.152 2.044 3.044
#>
#> $Cluster_3
#> l c r
#> Var1 4.969 5.969 6.851
#> Var2 5.060 6.060 6.930
#> Var3 5.060 6.060 6.912
#> Var4 5.030 6.030 6.909
#> Var5 4.957 5.957 6.918
#> Var6 4.945 5.945 6.859
#> Var7 5.018 6.018 6.881
#> Var8 5.029 6.029 6.930
#> Var9 4.989 5.989 6.881
#> Var10 4.989 5.989 6.891
#> Var11 4.994 5.994 6.898
#> Var12 4.985 5.985 6.888This vignette demonstrated the basic workflow for fuzzy clustering of ordinal data using the fcmTFN function from the fcmfd package.
These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.