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biserial correlation coefficient

biserial correlation coefficient

9.7
A number that shows how a measured amount like a test score relates to a yes-or-no group
  • noun
  • /ˈbaɪˌsɪəriəl ˌkɔːrəˈleɪʃən koʊˈɛfɪʃənt/
  • Specialized
translation icon : coeficiente de correlación biserial
  • Results suggest that SL items have significantly higher point-biserial correlation coefficients than HL items.
  • point-biserial correlation coefficient
  • item-total biserial correlation coefficient

Examples

  • This study was intended to focus on the reliability differences at the item level between hard and soft-linked items using the item-total point-biserial correlation coefficient (PBCC).

    Academic text (1999)
  • By calculating the biserial correlation coefficient, they assessed the impact of gender on performance in the exam.

  • The analysis revealed a strong biserial correlation coefficient between test scores and student attendance.

  • Researchers found that the biserial correlation coefficient effectively measured the link between diet and weight loss.

Synonyms

biserial correlation
vsbiserial correlation coefficient
  • Specialized
9.9

A measure that shows how a number like a test score relates to a two-value category like pass or fail

is the same meaning but uses a more formal technical name

How Strong

biserial correlation coefficient
  • Specialized
9.7
spurious correlation
  • Specialized
1 8.7
nonassociation
  • Specialized
8.8

Surface Forms

Morphology

biserial + correlation + coefficient

The compound is partly compositional: a learner who knows 'biserial' (two series), 'correlation' (relationship) and 'coefficient' (numeric measure) can infer it is a numeric measure of a relationship between two groups/series. However, the precise statistical sense — that it refers to the relationship between a continuous variable and a dichotomous variable and how it differs from related measures — is technical and not predictable from everyday knowledge, so full understanding requires specialist exposure.

Etymology

Biserial correlation coefficient gives an image of a small bridge between two kinds of data: biserial suggests 'two parts' and correlation coefficient is a number that shows how closely things move together. So, it is used to show how strong the link is between a 'two-group' thing and a thing that can take 'many values'.