“…Using the above Bartlett decompositions, Kshirsagar (1971) records the densities of A2, Ag, and 4 to be respectively A(n -g,g,q -g), A(n -2g,p -g,q -g), and A(n -g,p -g,q -g) where A(n -q,p,q -g) denotes the density of M (p x p) given by where the letter K generically denotes the normalizing constants of density functions in this paper. Now an n component vector y is said to have an n-variate elliptically contoured model (ECM) density if its characteristic function @(t) is of the form Thus e.g., has the characteristic function…”