Fisher's Method - Extension To Dependent Test Statistics

Extension To Dependent Test Statistics

In cases where the tests are not independent, the null distribution of X2 is more complicated. A common strategy is to approximate the null distribution with a scaled χ2-distribution random variable. Different approaches may be used depending on whether or not the covariance between the different p-values is known.

Brown's method is designed to combine dependent p-values with known covariance while Kost's method is designed to combine dependent p-values with unknown covariance.

Read more about this topic:  Fisher's Method

Famous quotes containing the words extension, dependent, test and/or statistics:

    “‘Tis the perception of the beautiful,
    A fine extension of the faculties,
    Platonic, universal, wonderful,
    Drawn from the stars, and filtered through the skies,
    Without which life would be extremely dull.”
    —George Gordon Noel Byron (1788–1824)

    “People who get through life dependent on other people’s possessions are always the first to lecture you on how little possessions count.”
    —Ben Elton (b. 1959)

    “The test of a vocation is the love of the drudgery it involves.”
    —Logan Pearsall Smith (1865–1946)

    “We ask for no statistics of the killed,
    For nothing political impinges on
    This single casualty, or all those gone,
    Missing or healing, sinking or dispersed,
    Hundreds of thousands counted, millions lost.”
    —Karl Shapiro (b. 1913)