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. 2021 Jul 3;2021:6621785. doi: 10.1155/2021/6621785

Table 2.

Statistical methodological approaches for the determination of associative multimorbidity.

Author, year, country Statistical analysis Patterns of multimorbidity Stratification variables Proximity measures Type of clustering algorithm Pattern number determination criteria (statistical)
1 Garin et al., 2015, China and India [17] Exploratory factor analysis Disease clusters No Tetrachoric correlation matrix NS Scree plot test and parallel analysis
Exploratory factor analysis Disease clusters No Tetrachoric correlation matrix NS Scree plot test and parallel analysis

2 Hussain et al., 2015, Indonesia [18] Observed/expected ratio Dyads and triads Yes (by age and sex) NA Conditional probability Chi-square test

3 Wang et al., 2015, China [19] Observed/expected ratio Dyads No NA NS Logistic regression
Exploratory factor analysis Disease clusters No Tetrachoric correlation matrix NS Eigenvalues ≥ 1.0

4 Wang et al., 2015, China [20] Logistic regression Dyads Yes (by age and sex) NA Conditional probability Adjusted odds ratio > 3.0

5 Gu et al., 2017, China [21] Observed/expected ratio Dyads Yes (by age and sex) NA Conditional probability Logistic regression
Exploratory factor analysis Disease clusters Yes (by age and sex) Correlation matrix Principal factor method Eigenvalues ≥ 1.0

6 Gu et al., 2018, China [22] Exploratory factor analysis Disease clusters No Tetrachoric correlation matrix Principal factor method Eigenvalues ≥ 1.0

7 Aoki et al., 2018, Japan [23] Exploratory factor analysis Disease clusters No Tetrachoric/polychoric correlation matrix NS Scree plot test and parallel analysis

8 Yao et al., 2019, China [24] Hierarchical cluster analysis Disease clusters Yes (by sex and residential regions) Yule's Q distance Average linkage NS

NS: not stated.