How many principal components? stopping rules for determining the number of non-trivial axes revisited

Multilingual Wikipedia

In June 2020 the work How many principal components? stopping rules for determining the number of non-trivial axes revisited was on the 12,974^th place in the ranking of the most reliable and popular publications with DOI number in multilingual Wikipedia from readers' point of view (PR-score). If we consider only frequency of appearance of this source in references of Wikipedia articles (F-score), this work was on the 632,965^th place in June 2020. From Wikipedians' point of view, "How many principal components? stopping rules for determining the number of non-trivial axes revisited" is the 120,681^st most reliable publication with DOI number in different language versions of Wikipedia (AR-score).

PR-score:

12,974^th place

128,775

-35,125

AR-score:

120,681^st place

2,100

0

F-score:

632,965^th place

2

0

Spanish Wikipedia (es)

PR-score:

726^th place

127,175

-35,425

AR-score:

3,573^rd place

1,950

0

F-score:

32,887^th place

1

0

Asturian Wikipedia (ast)

PR-score:

75^th place

1,600

+300

AR-score:

539^th place

150

0

F-score:

6,281^st place

1

0

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