β Scribed by D.D. Watson; R.A. Moore; G.I. Harris; L.W. Seagondollar
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
A characterization of the matrix variate normal distribution having identically distributed row vectors based on conditional normality is given. 1997 Academic Press ## 1. INTRODUCTION AND BASIC RESULTS Let X 1 and X 2 be two identically distributed random variables. Suppose that X 1 | X 2 =x 2 has a
We prove that Linnik distributions are geometrically infinitely divisible, and clarify a characterization theorem for Linnik distributions concerning the stability of geometric summation. An explicit expression for absolute moments of Linnik distributions is also given.
The theory of distributive groupoids and quasigroups seems to be one of those rare cmes of non-associative theories which admit interesting and deep structural results. The complete list of articles on this subject contains relatively many items (an incomplete one is included in the bibliography of