Charles Edward Spearman was an English psychologist known for his work in statistics and as a pioneer of factor analysis, including Spearman's rank correlation coefficient. He proposed that disparate cognitive test scores reflect a single general intelligence factor, coining the term g factor, a foundational idea in the study of human intelligence.
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Nationality / Culture Defining ContributionPioneer of factor analysis, known for Spearman's rank correlation coefficient and for his theory that disparate cognitive test scores reflect a single general intelligence factor, coining the term g factor. 1 Connections
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Source Charles Spearman (Wikipedia)
Source Charles Spearman (Wikipedia)
Source Charles Spearman (Wikipedia)
Source Charles Spearman (Wikipedia)
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1. Wikipedia: Charles Spearman
Wikimedia FoundationLead sectionQuote, Lead section
He also did seminal work on models for human intelligence, including his theory that disparate cognitive test scores reflect a single general intelligence factor and coining the term g factor.
Charles Spearman (Wikipedia)
In Branch: Differential Psychology, Lead section
Charles Edward Spearman, FRS (10 September 1863 - 17 September 1945) was an English psychologist known for work in statistics, as a pioneer of factor analysis, and for Spearman's rank correlation coefficient.
In Branch: Quantitative Psychology, Lead section
Charles Edward Spearman, FRS (10 September 1863 - 17 September 1945) was an English psychologist known for work in statistics, as a pioneer of factor analysis, and for Spearman's rank correlation coefficient.
In Branch: Educational Psychology, Lead section
Charles Edward Spearman, FRS (10 September 1863 - 17 September 1945) was an English psychologist known for work in statistics, as a pioneer of factor analysis, and for Spearman's rank correlation coefficient.
In Branch: Mathematical Psychology, Lead section
Charles Edward Spearman, FRS (10 September 1863 - 17 September 1945) was an English psychologist known for work in statistics, as a pioneer of factor analysis, and for Spearman's rank correlation coefficient.
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