The function conceptualStructure
creates a conceptual structure map of
a scientific field performing Multiple Correspondence Analysis (MCA) and Clustering
of a bipartite network of terms extracted from keyword, title or abstract fields.
conceptualStructure(M, field = "ID", quali.supp = NULL,
quanti.supp = NULL, minDegree = 2, k.max = 5, stemming = FALSE,
labelsize = 3)
is a data frame obtained by the converting function
convert2df
. It is a data matrix with cases corresponding to
articles and variables to Field Tag in the original ISI or SCOPUS file.
is a character object. It indicates one of the field tags of the standard ISI WoS Field Tag codify. field can be equal to one of this tags:
ID |
Keywords Plus associated by ISI or SCOPUS database | |
DE |
Author's keywords | |
ID_TM |
Keywords Plus stemmed through the Porter's stemming algorithm | |
DE_TM |
Author's Keywords stemmed through the Porter's stemming algorithm | |
TI |
Terms extracted from titles |
is a vector indicating the indexes of the categorical supplementary variables.
is a vector indicating the indexes of the quantitative supplementary variables.
is an integer. It indicates the minimun occurrences of terms to analize and plot. The default value is 2.
is an integer. It indicates the maximum numebr of cluster to keep. The default value is 5. The max value is 8.
is logical. If TRUE the Porter's Stemming algorithm is applied to all extracted terms. The default is stemming = FALSE
.
is an integer. It indicates the label size in the plot. Default is labelsize=2
It is an object of the class list
containing the following components:
net | bipartite network | |
res.mca | Results of Multiple Correspondence Analysis |
termExtraction
to extract terms from a textual field (abstract, title,
author's keywords, etc.) of a bibliographic data frame.
biblioNetwork
to compute a bibliographic network.
cocMatrix
to compute a co-occurrence matrix.
biblioAnalysis
to perform a bibliometric analysis.
# NOT RUN {
# EXAMPLE Conceptual Structure using Keywords Plus
data(scientometrics)
S <- conceptualStructure(scientometrics, field="ID_TM", stemming=TRUE, minDegree=5, k.max = 5)
# }
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