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What procedure is used to identify different dimensions of performance that underlie intelligence scores?

The procedure used to identify different dimensions of performance that underlie intelligence scores is called factor analysis.

Factor analysis is a statistical method that helps researchers identify underlying factors or dimensions that explain the correlations between multiple observed variables. In the context of intelligence, researchers use factor analysis to analyze the intercorrelations between scores on various cognitive tests.

How it works:

1. Data Collection: A large sample of individuals is given a battery of cognitive tests designed to assess different aspects of intelligence, such as verbal fluency, spatial reasoning, memory, and problem-solving.

2. Correlation Matrix: The scores on these tests are then used to create a correlation matrix, which shows the strength and direction of the relationships between all pairs of tests.

3. Factor Extraction: The factor analysis technique is applied to the correlation matrix to identify underlying factors that can account for the observed correlations. These factors are essentially latent variables, meaning they cannot be directly observed but are inferred from the patterns of correlations.

4. Factor Interpretation: The extracted factors are then interpreted by examining the tests that load highly on each factor. This helps researchers understand what cognitive abilities are being measured by each factor.

Example:

A classic example is the two-factor theory of intelligence proposed by Charles Spearman. He used factor analysis to demonstrate that performance on a variety of cognitive tests was correlated, suggesting an underlying general intelligence factor (g). However, he also identified a second factor, specific intelligence (s), which accounted for the unique variance in performance on each specific test.

Benefits of factor analysis:

* Identify underlying dimensions: Helps understand the structure of intelligence by identifying the different cognitive abilities that contribute to overall intelligence.

* Reduce complexity: Simplifies the analysis of large datasets by identifying a smaller number of factors that can explain the observed correlations.

* Develop more accurate measures: Helps create more reliable and valid measures of intelligence by identifying the specific abilities that are being assessed.

Conclusion:

Factor analysis is a powerful tool for understanding the structure of intelligence. By analyzing the intercorrelations between various cognitive tests, researchers can identify the different dimensions of performance that underlie intelligence scores, leading to a more comprehensive understanding of human intelligence.

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