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tetrachoric

tetrachoric

9.9
A number that estimates the link between two yes-or-no answers
  • noun
  • /ˌtɛtrəˈkɔrɪk/
  • Specialized
translation icon : coeficiente tetrachorico
  • The tetrachoric correlation coefficient is crucial in psychology.

Examples

  • Statisticians often use the tetrachoric when analyzing binary survey responses that reflect underlying traits.

  • A high tetrachoric suggests a strong association between the presence or absence of the two symptoms.

  • The researchers calculated the tetrachoric to assess the relationship between the two diagnostic tests.

  • Researchers often use the tetrachoric method to analyze binary data.

  • The researchers calculated the tetrachoric to assess the correlation between two binary diagnostic tests.

  • A high tetrachoric indicates a strong relationship between the presence or absence of both symptoms.

  • Statisticians often rely on the tetrachoric for analyzing binary survey responses that suggest underlying traits.

Synonyms

tetrachoric correlation coefficient
vstetrachoric
  • Specialized
9.9

A number estimating how strongly two yes-no variables are related

is a general estimator not specifically framed as approximating Pearson correlation
tetrachoric correlation
vstetrachoric
  • Specialized
9.9

A number showing how two things are related when each is split into two groups, for example yes and no

is the coefficient term that emphasizes the assumed continuous underlying distribution

Compounds

9.9

A number showing how two things are related when each is split into two groups, for example yes and no

A number estimating how strongly two yes-no variables are related

Surface Forms

tetrachoric singular
tetrachorics plural
tetrachoric singular

Morphology

tetrachoric = choric (opaque) = tetra + choric

Although the word can be segmented into a classical prefix and a base adjective, the statistical meaning of the term is highly specialized and not predictable for an average learner from those parts.

Etymology

The word tetrachoric (the coefficient) combines tetra- ('four') with choric ('place' or 'box'), which points to the four cells of a two-by-two table; a good memory image is the four boxes of a yes-or-no chart. That's why the tetrachoric measures the strength of the link between two yes-or-no variables.