Extract and Visualize the Results of Multivariate Data Analyses

Provides some easy-to-use functions to extract and visualize the output of multivariate data analyses, including 'PCA' (Principal Component Analysis), 'CA' (Correspondence Analysis), 'MCA' (Multiple Correspondence Analysis), 'FAMD' (Factor Analysis of Mixed Data), 'MFA' (Multiple Factor Analysis) and 'HMFA' (Hierarchical Multiple Factor Analysis) functions from different R packages. It contains also functions for simplifying some clustering analysis steps and provides 'ggplot2' - based elegant data visualization.

Build Status CRAN_Status_Badge Downloads Total Downloads Project Status: Active - The project has reached a stable, usable state and is being actively developed. Pending Pull-Requests Github Issues

factoextra is an R package making easy to extract and visualize the output of exploratory multivariate data analyses, including:

  1. Principal Component Analysis (PCA), which is used to summarize the information contained in a continuous (i.e, quantitative) multivariate data by reducing the dimensionality of the data without loosing important information.

  2. Correspondence Analysis (CA), which is an extension of the principal component analysis suited to analyse a large contingency table formed by two qualitative variables (or categorical data).

  3. Multiple Correspondence Analysis (MCA), which is an adaptation of CA to a data table containing more than two categorical variables.

  4. Multiple Factor Analysis (MFA) dedicated to datasets where variables are organized into groups (qualitative and/or quantitative variables).

  5. Hierarchical Multiple Factor Analysis (HMFA): An extension of MFA in a situation where the data are organized into a hierarchical structure.

  6. Factor Analysis of Mixed Data (FAMD), a particular case of the MFA, dedicated to analyze a data set containing both quantitative and qualitative variables.

There are a number of R packages implementing principal component methods. These packages include: FactoMineR, ade4, stats, ca, MASS and ExPosition.

However, the result is presented differently according to the used packages. To help in the interpretation and in the visualization of multivariate analysis - such as cluster analysis and dimensionality reduction analysis - we developed an easy-to-use R package named factoextra.

  • The R package factoextra has flexible and easy-to-use methods to extract quickly, in a human readable standard data format, the analysis results from the different packages mentioned above.
  • It produces a ggplot2-based elegant data visualization with less typing.
  • It contains also many functions facilitating clustering analysis and visualization.

The figure below shows methods, which outputs can be visualized using the factoextra package. The official online documentation is available at: http://www.sthda.com/english/rpkgs/factoextra.

factoextra R package

Why using factoextra?

  1. The factoextra R package can handle the results of PCA, CA, MCA, MFA, FAMD and HMFA from several packages, for extracting and visualizing the most important information contained in your data.

  2. After PCA, CA, MCA, MFA, FAMD and HMFA, the most important row/column elements can be highlighted using :

  • their cos2 values corresponding to their quality of representation on the factor map
  • their contributions to the definition of the principal dimensions.

If you want to do this, the factoextra package provides a convenient solution.

  1. PCA and (M)CA are used sometimes for prediction problems : one can predict the coordinates of new supplementary variables (quantitative and qualitative) and supplementary individuals using the information provided by the previously performed PCA or (M)CA. This can be done easily using the FactoMineR package.

If you want to make predictions with PCA/MCA and to visualize the position of the supplementary variables/individuals on the factor map using ggplot2: then factoextra can help you. It's quick, write less and do more...

  1. Several functions from different packages - FactoMineR, ade4, ExPosition, stats - are available in R for performing PCA, CA or MCA. However, The components of the output vary from package to package.

No matter the package you decided to use, factoextra can give you a human understandable output.

Installing FactoMineR

The FactoMineR package can be installed and loaded as follow:

# Load

Installing and loading factoextra

  • factoextra can be installed from CRAN as follow:
  • Or, install the latest version from Github
if(!require(devtools)) install.packages("devtools")
  • Load factoextra as follow :
#> Loading required package: ggplot2
#> Welcome! Related Books: `Practical Guide To Cluster Analysis in R` at https://goo.gl/13EFCZ

Main functions in the factoextra package

See the online documentation (http://www.sthda.com/english/rpkgs/factoextra) for a complete list.

Visualizing dimension reduction analysis outputs

Functions Description
fviz_eig (or fviz_eigenvalue) Extract and visualize the eigenvalues/variances of dimensions.
fviz_pca Graph of individuals/variables from the output of Principal Component Analysis (PCA).
fviz_ca Graph of column/row variables from the output of Correspondence Analysis (CA).
fviz_mca Graph of individuals/variables from the output of Multiple Correspondence Analysis (MCA).
fviz_mfa Graph of individuals/variables from the output of Multiple Factor Analysis (MFA).
fviz_famd Graph of individuals/variables from the output of Factor Analysis of Mixed Data (FAMD).
fviz_hmfa Graph of individuals/variables from the output of Hierarchical Multiple Factor Analysis (HMFA).
fviz_ellipses Draw confidence ellipses around the categories.
fviz_cos2 Visualize the quality of representation of the row/column variable from the results of PCA, CA, MCA functions.
fviz_contrib Visualize the contributions of row/column elements from the results of PCA, CA, MCA functions.

Extracting data from dimension reduction analysis outputs

Functions Description
get_eigenvalue Extract and visualize the eigenvalues/variances of dimensions.
get_pca Extract all the results (coordinates, squared cosine, contributions) for the active individuals/variables from Principal Component Analysis (PCA) outputs.
get_ca Extract all the results (coordinates, squared cosine, contributions) for the active column/row variables from Correspondence Analysis outputs.
get_mca Extract results from Multiple Correspondence Analysis outputs.
get_mfa Extract results from Multiple Factor Analysis outputs.
get_famd Extract results from Factor Analysis of Mixed Data outputs.
get_hmfa Extract results from Hierarchical Multiple Factor Analysis outputs.
facto_summarize Subset and summarize the output of factor analyses.

Clustering analysis and visualization

Functions Description
dist(fviz_dist, get_dist) Enhanced Distance Matrix Computation and Visualization.
get_clust_tendency Assessing Clustering Tendency.
fviz_nbclust(fviz_gap_stat) Determining and Visualizing the Optimal Number of Clusters.
fviz_dend Enhanced Visualization of Dendrogram
fviz_cluster Visualize Clustering Results
fviz_mclust Visualize Model-based Clustering Results
fviz_silhouette Visualize Silhouette Information from Clustering.
hcut Computes Hierarchical Clustering and Cut the Tree
hkmeans (hkmeans_tree, print.hkmeans) Hierarchical k-means clustering.
eclust Visual enhancement of clustering analysis

Dimension reduction and factoextra

As depicted in the figure below, the type of analysis to be performed depends on the data set formats and structures.

dimension reduction and factoextra

In this section we start by illustrating classical methods - such as PCA, CA and MCA - for analyzing a data set containing continuous variables, contingency table and qualitative variables, respectively.

We continue by discussing advanced methods - such as FAMD, MFA and HMFA - for analyzing a data set containing a mix of variables (qualitatives & quantitatives) organized or not into groups.

Finally, we show how to perform hierarchical clustering on principal components (HCPC), which useful for performing clustering with a data set containing only qualitative variables or with a mixed data of qualitative and quantitative variables.

Principal component analysis

  • Data: decathlon2 [in factoextra package]
  • PCA function: FactoMineR::PCA()
  • Visualization factoextra::fviz_pca()

Read more about computing and interpreting principal component analysis at: Principal Component Analysis (PCA).

  1. Loading data
df <- decathlon2[1:23, 1:10]
  1. Principal component analysis
res.pca <- PCA(df,  graph = FALSE)
  1. Extract and visualize eigenvalues/variances:
# Extract eigenvalues/variances
#>        eigenvalue variance.percent cumulative.variance.percent
#> Dim.1   4.1242133        41.242133                    41.24213
#> Dim.2   1.8385309        18.385309                    59.62744
#> Dim.3   1.2391403        12.391403                    72.01885
#> Dim.4   0.8194402         8.194402                    80.21325
#> Dim.5   0.7015528         7.015528                    87.22878
#> Dim.6   0.4228828         4.228828                    91.45760
#> Dim.7   0.3025817         3.025817                    94.48342
#> Dim.8   0.2744700         2.744700                    97.22812
#> Dim.9   0.1552169         1.552169                    98.78029
#> Dim.10  0.1219710         1.219710                   100.00000
# Visualize eigenvalues/variances
fviz_screeplot(res.pca, addlabels = TRUE, ylim = c(0, 50))

4.Extract and visualize results for variables:

# Extract the results for variables
var <- get_pca_var(res.pca)
#> Principal Component Analysis Results for variables
#>  ===================================================
#>   Name       Description                                    
#> 1 "$coord"   "Coordinates for the variables"                
#> 2 "$cor"     "Correlations between variables and dimensions"
#> 3 "$cos2"    "Cos2 for the variables"                       
#> 4 "$contrib" "contributions of the variables"
# Coordinates of variables
#>                   Dim.1       Dim.2      Dim.3       Dim.4      Dim.5
#> X100m        -0.8506257 -0.17939806  0.3015564  0.03357320 -0.1944440
#> Long.jump     0.7941806  0.28085695 -0.1905465 -0.11538956  0.2331567
#> Shot.put      0.7339127  0.08540412  0.5175978  0.12846837 -0.2488129
#> High.jump     0.6100840 -0.46521415  0.3300852  0.14455012  0.4027002
#> X400m        -0.7016034  0.29017826  0.2835329  0.43082552  0.1039085
#> X110m.hurdle -0.7641252 -0.02474081  0.4488873 -0.01689589  0.2242200
# Contribution of variables
#>                  Dim.1      Dim.2     Dim.3       Dim.4     Dim.5
#> X100m        17.544293  1.7505098  7.338659  0.13755240  5.389252
#> Long.jump    15.293168  4.2904162  2.930094  1.62485936  7.748815
#> Shot.put     13.060137  0.3967224 21.620432  2.01407269  8.824401
#> High.jump     9.024811 11.7715838  8.792888  2.54987951 23.115504
#> X400m        11.935544  4.5799296  6.487636 22.65090599  1.539012
#> X110m.hurdle 14.157544  0.0332933 16.261261  0.03483735  7.166193
# Graph of variables: default plot
fviz_pca_var(res.pca, col.var = "black")

It's possible to control variable colors using their contributions ("contrib") to the principal axes:

# Control variable colors using their contributions
fviz_pca_var(res.pca, col.var="contrib",
             gradient.cols = c("#00AFBB", "#E7B800", "#FC4E07"),
             repel = TRUE # Avoid text overlapping

  1. Variable contributions to the principal axes:
# Contributions of variables to PC1
fviz_contrib(res.pca, choice = "var", axes = 1, top = 10)
# Contributions of variables to PC2
fviz_contrib(res.pca, choice = "var", axes = 2, top = 10)

  1. Extract and visualize results for individuals:
# Extract the results for individuals
ind <- get_pca_ind(res.pca)
#> Principal Component Analysis Results for individuals
#>  ===================================================
#>   Name       Description                       
#> 1 "$coord"   "Coordinates for the individuals" 
#> 2 "$cos2"    "Cos2 for the individuals"        
#> 3 "$contrib" "contributions of the individuals"
# Coordinates of individuals
#>                Dim.1      Dim.2      Dim.3       Dim.4       Dim.5
#> SEBRLE     0.1955047  1.5890567  0.6424912  0.08389652  1.16829387
#> CLAY       0.8078795  2.4748137 -1.3873827  1.29838232 -0.82498206
#> BERNARD   -1.3591340  1.6480950  0.2005584 -1.96409420  0.08419345
#> YURKOV    -0.8889532 -0.4426067  2.5295843  0.71290837  0.40782264
#> ZSIVOCZKY -0.1081216 -2.0688377 -1.3342591 -0.10152796 -0.20145217
#> McMULLEN   0.1212195 -1.0139102 -0.8625170  1.34164291  1.62151286
# Graph of individuals
# 1. Use repel = TRUE to avoid overplotting
# 2. Control automatically the color of individuals using the cos2
    # cos2 = the quality of the individuals on the factor map
    # Use points only
# 3. Use gradient color
fviz_pca_ind(res.pca, col.ind = "cos2", 
             gradient.cols = c("#00AFBB", "#E7B800", "#FC4E07"),
             repel = TRUE # Avoid text overlapping (slow if many points)

# Biplot of individuals and variables
fviz_pca_biplot(res.pca, repel = TRUE)

  1. Color individuals by groups:
# Compute PCA on the iris data set
# The variable Species (index = 5) is removed
# before PCA analysis
iris.pca <- PCA(iris[,-5], graph = FALSE)
# Visualize
# Use habillage to specify groups for coloring
             label = "none", # hide individual labels
             habillage = iris$Species, # color by groups
             palette = c("#00AFBB", "#E7B800", "#FC4E07"),
             addEllipses = TRUE # Concentration ellipses

Correspondence analysis

  • Data: housetasks [in factoextra]
  • CA function FactoMineR::CA()
  • Visualize with factoextra::fviz_ca()

Read more about computing and interpreting correspondence analysis at: Correspondence Analysis (CA).

  • Compute CA:
 # Loading data
 # Computing CA
res.ca <- CA(housetasks, graph = FALSE)
  • Extract results for row/column variables:
# Result for row variables
# Result for column variables
  • Biplot of rows and columns
fviz_ca_biplot(res.ca, repel = TRUE)

To visualize only row points or column points, type this:

# Graph of row points
fviz_ca_row(res.ca, repel = TRUE)
# Graph of column points
# Visualize row contributions on axes 1
fviz_contrib(res.ca, choice ="row", axes = 1)
# Visualize column contributions on axes 1
fviz_contrib(res.ca, choice ="col", axes = 1)

Multiple correspondence analysis

  • Data: poison [in factoextra]
  • MCA function FactoMineR::MCA()
  • Visualization factoextra::fviz_mca()

Read more about computing and interpreting multiple correspondence analysis at: Multiple Correspondence Analysis (MCA).

  1. Computing MCA:
res.mca <- MCA(poison, quanti.sup = 1:2,
              quali.sup = 3:4, graph=FALSE)
  1. Extract results for variables and individuals:
# Extract the results for variable categories
# Extract the results for individuals
  1. Contribution of variables and individuals to the principal axes:
# Visualize variable categorie contributions on axes 1
fviz_contrib(res.mca, choice ="var", axes = 1)
# Visualize individual contributions on axes 1
# select the top 20
fviz_contrib(res.mca, choice ="ind", axes = 1, top = 20)
  1. Graph of individuals
# Color by groups
# Add concentration ellipses
# Use repel = TRUE to avoid overplotting
grp <- as.factor(poison[, "Vomiting"])
fviz_mca_ind(res.mca,  habillage = grp,
             addEllipses = TRUE, repel = TRUE)

  1. Graph of variable categories:
fviz_mca_var(res.mca, repel = TRUE)

  1. Biplot of individuals and variables:
fviz_mca_biplot(res.mca, repel = TRUE)

Advanced methods

The factoextra R package has also functions that support the visualization of advanced methods such:

Cluster analysis and factoextra

To learn more about cluster analysis, you can refer to the book available at: Practical Guide to Cluster Analysis in R

clustering book cover

The main parts of the book include:

  • distance measures,
  • partitioning clustering,
  • hierarchical clustering,
  • cluster validation methods, as well as,
  • advanced clustering methods such as fuzzy clustering, density-based clustering and model-based clustering.

The book presents the basic principles of these tasks and provide many examples in R. It offers solid guidance in data mining for students and researchers.

Partitioning clustering

Partitioning cluster analysis

# 1. Loading and preparing data
df <- scale(USArrests)
# 2. Compute k-means
km.res <- kmeans(scale(USArrests), 4, nstart = 25)
# 3. Visualize
fviz_cluster(km.res, data = df,
             palette = c("#00AFBB","#2E9FDF", "#E7B800", "#FC4E07"),
             ggtheme = theme_minimal(),
             main = "Partitioning Clustering Plot"

Read more:
  1. Cluster analysis in R: All what you should know.

  2. Partitioning cluster analysis.

Hierarchical clustering

# Compute hierarchical clustering and cut into 4 clusters
res <- hcut(USArrests, k = 4, stand = TRUE)
# Visualize
fviz_dend(res, rect = TRUE, cex = 0.5,
          k_colors = c("#00AFBB","#2E9FDF", "#E7B800", "#FC4E07"))

Read more:
  1. Cluster analysis in R: All what you should know

  2. Hierarchical clustering essentials

Determine the optimal number of clusters

# Optimal number of clusters for k-means
my_data <- scale(USArrests)
fviz_nbclust(my_data, kmeans, method = "gap_stat")


I would like to thank Fabian Mundt for his active contributions to factoextra.

We sincerely thank all developers for their efforts behind the packages that factoextra depends on, namely, ggplot2 (Hadley Wickham, Springer-Verlag New York, 2009), FactoMineR (Sebastien Le et al., Journal of Statistical Software, 2008), dendextend (Tal Galili, Bioinformatics, 2015), cluster (Martin Maechler et al., 2016) and more .....


  • H. Wickham (2009). ggplot2: Elegant Graphics for Data Analysis. Springer-Verlag New York.
  • Maechler, M., Rousseeuw, P., Struyf, A., Hubert, M., Hornik, K.(2016). cluster: Cluster Analysis Basics and Extensions. R package version 2.0.5.
  • Sebastien Le, Julie Josse, Francois Husson (2008). FactoMineR: An R Package for Multivariate Analysis. Journal of Statistical Software, 25(1), 1-18. 10.18637/jss.v025.i01
  • Tal Galili (2015). dendextend: an R package for visualizing, adjusting, and comparing trees of hierarchical clustering. Bioinformatics. DOI: 10.1093/bioinformatics/btv428


factoextra 1.0.5

Bug fixes

  • Now, the argument invisible works properly in the function fviz_pca_biplot()(@ginolhac, #26).
  • The function fviz_dend() now works for an object of class diana (@qfazille, #30).
  • Now, fviz_cluster() supports HCPC results (@famuvie, #34).

Minor changes

  • New argument mean.point in the function fviz(). logical value. If TRUE, group mean points are added to the plot.

  • Now, PCA correlation circles have fixed coordinates so they don't appear as ellipses (@scoavoux, #38.

  • New argument fill.ind and fill.var added in fviz_pca() (@ginolhac, #27 and @Confurious, #42).

  • New arguments geom.ind and geom.var in fviz_pca_xxx() and fviz_mca_xxx() functions to have more controls on the individuals/variables geometry in the functions fviz_pca_biplot() and fviz_mca_biplot() (@Confurious, #42).

  • New arguments geom.row and geom.col in fviz_ca_xxx() functions to have more controls on the individuals/variables geometry in the function fviz_ca_biplot() (@Confurious, #42).

  • New argument gradient.cols in fviz_pca_biplot()

  • New argument àxes in fviz_cluster() to specify the dimension to plot.

  • New argument circlesize in the function fviz() to change the size of the variable correlation circle size.

  • It's now possible to color individuals using a custom continuous variable (#29). This is done using the argument col.ind.

res.pca <- prcomp(iris[, -5],  scale = TRUE)
# Visualize and color by a custom continuous variable
fviz_pca_ind(res.pca, col.ind = iris$Sepal.Length,
             legend.title = "Sepal.Length")
  • factoextra can now handle Japanese characters by using the argument font.family = "HiraKakuProN-W3"` (#31). For example:
.tbl2.1 <- matrix(c(395, 2456,1758,
                    147, 153, 916, 
                    694, 327, 1347),byrow=T,3,3)
dimnames(.tbl2.1) <- list(地域=c("オスロ","中部地域","北部地域"),
                            犯罪=c("強盗", "詐欺","破壊") )
res.CA <- CA(.tbl2.1,graph=FALSE)
               font.family = "HiraKakuProN-W3")

factoextra 1.0.4

New features

  • New function fviz_mclust() for plotting model-based clustering using ggplot2.

  • New function fviz(): Generic function to create a scatter plot of multivariate analyse outputs, including PCA, CA and MCA, MFA, ...

  • New functions fviz_mfa_var() and fviz_hmfa_var() for plotting MFA and HMFA variables, respectively.

  • New function get_mfa_var(): Extract the results for variables (quantitatives, qualitatives and groups). Deprecated functions: get_mfa_var_quanti(), get_mfa_var_quali() and get_mfa_group().

  • New functions added for extracting and visualizing the results of FAMD (factor analysis of mixed data): get_famd_ind(), get_famd_var(), fviz_famd_ind() and fviz_famd_var().

  • Now fviz_dend() returns a ggplot. It can be used to plot circular dendrograms and phylogenic-like trees. Additionnally, it supports an object of class HCPC (from FactoMineR).

  • New arguments in fviz_cluster():

    • main, xlab, ylab in fviz_cluster(): to change the plot main title and axis labels.
    • ellipse, ellipse.type, ellipse.level and ellipse.alpha
    • choose.vars: a character vector containing variables to be considered for plotting.
  • New argument pointshape in fviz_pca(). When you use habillage, point shapes change automatically by groups. To avoid this behaviour use for example pointshape = 19 in combination with habillage (@raynamharris, #15).

  • New argument repel in fviz_add().

  • New argument gradient.cols in fviz_*() functions.

  • Support for the ExPosition package added (epCA, epPCA, epMCA) (#23)

Minor changing

  • Check point added in the function fviz_nbclust() to make sure that x is an object of class data.frame or matrix (Jakub Nowosad, #15).

  • The following arguments are deprecated in fviz_cluster(): title, frame, frame.type, frame.level, frame.alpha. Now, use main, ellipse, ellipse.type, ellipse.level and ellipse.alpha instead.

  • Now, by default, the function fviz_cluster() doesn't show cluster mean points for an object of class PAM and CLARA, when the argument show.clust.cent is missing . This is because cluster centers are medoids in the case of PAM and CLARA but not means. However, user can force the function to display the mean points by using the argument show.clust.cent = TRUE.

  • The argument jitter is deprecated; use repel = TRUE instead, to avoid overlapping of labels.

  • New argument "sub" in fviz_dend() for adding a subtitle to the dendrogram. If NULL, the method used hierarchical clustering is shown. To remove the subtitle use sub = "".

Bug fixes

  • Now fviz_cluster() can handle HCPC object obtained from MCA (Alejandro Juarez-Escario, #13)
  • Now fviz_ca_biplot() reacts when repel = TRUE used
  • In facto_summarize(), now the contribution values computed for >=2 axes are in percentage (#22)
  • fviz_ca() and fviz_mca() now work with the latest version of ade4 v1.7-5 (#24)

factoextra 1.0.3


  • New fviz_mfa function to plot MFA individuals, partial individuals, quantitive variables, categorical variables, groups relationship square and partial axes (@inventionate, #4).

  • New fviz_hmfa function to plot HMFA individuals, quantitive variables, categorical variables and groups relationship square (@inventionate, #4).

  • New get_mfa and get_hmfa function (@inventionate, #4).

  • fviz_ca, fviz_pca, fviz_mca, fviz_mfa and fviz_hmfa ggrepel support (@inventionate, #4).

  • Updated fviz_summarize, eigenvalue, fviz_contrib and fviz_cos2 functions, to compute FactoMineR MFA and HMFA results (@inventionate, #4).

  • fviz_cluster() added. This function can be used to visualize the outputs of clustering methods including: kmeans() [stats package]; pam(), clara(), fanny() [cluster package]; dbscan() [fpc package]; Mclust() [mclust package]; HCPC() [FactoMineR package]; hkmeans() [factoextra].

  • fviz_silhouette() added. Draws the result of cluster silhouette analyses computed using the function silhouette()[cluster package]

  • fviz_nbclust(): Dertemines and visualize the optimal number of clusters

  • fviz_gap_stat(): Visualize the gap statistic generated by the function clusGap() [in cluster package]

  • hcut(): Computes hierarchical clustering and cut the tree into k clusters.

  • hkmeans(): Hierarchical k-means clustering. Hybrid approach to avoid the initial random selection of cluster centers.

  • get_clust_tendency(): Assessing clustering tendency

  • fviz_dend(): Enhanced visualization of dendrogram

  • eclust(): Visual enhancement of clustering analysis

  • get_dist() and fviz_dist(): Enhanced Distance Matrix Computation and Visualization

  • eclust(): Visual enhancement of clustering analysis


  • Require R >= 3.1.0
  • A dataset named "multishapes" has been added. It contains clusters of multiple shapes. Useful for comparing density-based clustering and partitioning methods such as k-means
  • The argument jitter is added to the functions fviz_pca(), fviz_mca() and fviz_ca() and fviz_cluster() in order to reduce overplotting of points and texts
  • The functions fviz_*() now use ggplot2::stat_ellipse() for drawing ellipses.


  • Unknown parameters "shape" removed from geom_text (@bdboy, #5)

factoextra 1.0.2


  • Visualization of Correspondence Analysis outputs from different R packages (FactoMineR, ca, ade4, MASS)
  • fviz_ca_row()
  • fviz_ca_col()
  • fviz_ca_biplot()
  • Extract results from CA output
  • get_ca_row()
  • get_ca_col()
  • get_ca()
  • Visualize the cos2 and the contributions of rows/columns. The functions can handle the output of PCA, CA and MCA
  • fviz_cos2()
  • fviz_contrib()
  • Sumarize the results of PCA, CA, MCA
  • facto_summarize()


  • fviz_pca_contrib() is dreprecated -> use fviz_contrib()


  • fviz_add: "text" are included in the allowed values for the argument geom
  • fviz_screeplot: the X parameter can be also an object of class ca [ca], coa [ade4], correspondence [MASS]
  • get_eigenvalue: X parameters and description changed
  • get_pca_ind: the argument data are no longer required

factoextra 1.0.1


  • Easy to use functions to extract and visualize the output of principal component analysis.

Reference manual

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