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<t>Meta-analysis</t> <t>of</t> ratio-based effect sizes (OR/HR/RR) for the association between social relationships and cognitive impairment. (A) Forest plot showing individual study estimates and the pooled effect size derived from a random-effects model. Effect sizes are presented as odds ratios, hazard ratios, or relative risks with corresponding 95% confidence intervals. (B) Funnel plot used to visually assess potential publication bias among the included studies. (C) Egger regression plot evaluating small-study effects for ratio-based effect sizes.
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<t>Meta-analysis</t> <t>of</t> ratio-based effect sizes (OR/HR/RR) for the association between social relationships and cognitive impairment. (A) Forest plot showing individual study estimates and the pooled effect size derived from a random-effects model. Effect sizes are presented as odds ratios, hazard ratios, or relative risks with corresponding 95% confidence intervals. (B) Funnel plot used to visually assess potential publication bias among the included studies. (C) Egger regression plot evaluating small-study effects for ratio-based effect sizes.
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<t>Meta-analysis</t> <t>of</t> ratio-based effect sizes (OR/HR/RR) for the association between social relationships and cognitive impairment. (A) Forest plot showing individual study estimates and the pooled effect size derived from a random-effects model. Effect sizes are presented as odds ratios, hazard ratios, or relative risks with corresponding 95% confidence intervals. (B) Funnel plot used to visually assess potential publication bias among the included studies. (C) Egger regression plot evaluating small-study effects for ratio-based effect sizes.
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<t>Meta-analysis</t> <t>of</t> ratio-based effect sizes (OR/HR/RR) for the association between social relationships and cognitive impairment. (A) Forest plot showing individual study estimates and the pooled effect size derived from a random-effects model. Effect sizes are presented as odds ratios, hazard ratios, or relative risks with corresponding 95% confidence intervals. (B) Funnel plot used to visually assess potential publication bias among the included studies. (C) Egger regression plot evaluating small-study effects for ratio-based effect sizes.
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Meta-analysis of ratio-based effect sizes (OR/HR/RR) for the association between social relationships and cognitive impairment. (A) Forest plot showing individual study estimates and the pooled effect size derived from a random-effects model. Effect sizes are presented as odds ratios, hazard ratios, or relative risks with corresponding 95% confidence intervals. (B) Funnel plot used to visually assess potential publication bias among the included studies. (C) Egger regression plot evaluating small-study effects for ratio-based effect sizes.

Journal: Medicine

Article Title: Associations between social relationships and cognitive impairment in older adults: A systematic review of risk and protective factors

doi: 10.1097/MD.0000000000047753

Figure Lengend Snippet: Meta-analysis of ratio-based effect sizes (OR/HR/RR) for the association between social relationships and cognitive impairment. (A) Forest plot showing individual study estimates and the pooled effect size derived from a random-effects model. Effect sizes are presented as odds ratios, hazard ratios, or relative risks with corresponding 95% confidence intervals. (B) Funnel plot used to visually assess potential publication bias among the included studies. (C) Egger regression plot evaluating small-study effects for ratio-based effect sizes.

Article Snippet: Statistical analyses were performed using appropriate meta-analysis software (e.g., R or Stata), and a 2-sided P -value <.05 was considered statistically significant where relevant.

Techniques: Derivative Assay

Meta-analysis of regression coefficients (β) for the association between social relationships and cognitive outcomes. (A) Forest plot displaying study-specific regression coefficients (standardized or unstandardized β) and the pooled estimate obtained using a random-effects model, with 95% confidence intervals. (B) Funnel plot assessing potential publication bias for β-based effect sizes. (C) Egger regression plot examining the presence of small-study effects in the β-based meta-analysis.

Journal: Medicine

Article Title: Associations between social relationships and cognitive impairment in older adults: A systematic review of risk and protective factors

doi: 10.1097/MD.0000000000047753

Figure Lengend Snippet: Meta-analysis of regression coefficients (β) for the association between social relationships and cognitive outcomes. (A) Forest plot displaying study-specific regression coefficients (standardized or unstandardized β) and the pooled estimate obtained using a random-effects model, with 95% confidence intervals. (B) Funnel plot assessing potential publication bias for β-based effect sizes. (C) Egger regression plot examining the presence of small-study effects in the β-based meta-analysis.

Article Snippet: Statistical analyses were performed using appropriate meta-analysis software (e.g., R or Stata), and a 2-sided P -value <.05 was considered statistically significant where relevant.

Techniques: