A case of the matrix Kummer relation of Herz (1955) based on the Pearson VII type matrix model is derived in this paper. As a consequence, the polynomial Pearson VII configuration density is obtained and this sets the corresponding exact inference as a solvable aspect in shape theory. An application in postcode recognition, including a numerical comparison between the exact polynomial and the truncated configuration density, is given at the end of the paper.
|Idioma original||Inglés estadounidense|
|Número de páginas||14|
|Publicación||Journal of the Iranian Statistical Society|
|Estado||Publicada - 28 dic 2012|