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:

    Slavery is founded in the selfishness of man’s nature—opposition to it, is [in?] his love of justice.... Repeal the Missouri compromise—repeal all compromises—repeal the declaration of independence—repeal all past history, you still can not repeal human nature. It still will be the abundance of man’s heart, that slavery extension is wrong; and out of the abundance of his heart, his mouth will continue to speak.
    Abraham Lincoln (1809–1865)

    It is vain to expect virtue from women till they are, in some degree, independent of men ... Whilst they are absolutely dependent on their husbands they will be cunning, mean, and selfish, and the men who can be gratified by the fawning fondness of spaniel-like affection, have not much delicacy, for love is not to be bought, in any sense of the words, its silken wings are instantly shrivelled up when any thing beside a return in kind is sought.
    Mary Wollstonecraft (1759–1797)

    The face we see was never young,
    Nor could it ever have been old.

    For he, to whom we had applied
    Our shopman’s test of age and worth,
    Was elemental when he died,
    As he was ancient at his birth:
    Edwin Arlington Robinson (1869–1935)

    July 4. Statistics show that we lose more fools on this day than in all the other days of the year put together. This proves, by the number left in stock, that one Fourth of July per year is now inadequate, the country has grown so.
    Mark Twain [Samuel Langhorne Clemens] (1835–1910)