Matrix Normal Distribution - Relation To Other Distributions

Relation To Other Distributions

Dawid (1981) provides a discussion of the relation of the matrix-valued normal distribution to other distributions, including the Wishart distribution, Inverse Wishart distribution and matrix t-distribution, but uses different notation from that employed here.

Read more about this topic:  Matrix Normal Distribution

Famous quotes containing the words relation to and/or relation:

    Whoever has a keen eye for profits, is blind in relation to his craft.
    Sophocles (497–406/5 B.C.)

    To be a good enough parent one must be able to feel secure in one’s parenthood, and one’s relation to one’s child...The security of the parent about being a parent will eventually become the source of the child’s feeling secure about himself.
    Bruno Bettelheim (20th century)