Bisexuality Research Today is a free monthly online journal that collates and summarizes the latest research about Bisexuality, including details on male and female, statistics, trends, psychology.

The bisexual branching process with population-size dependent mating as a mathematical model to describe phenomena concerning to inhabit or re-inhabit environments with animal species.

Mota M, Del Puerto I, Ramos A

Department of Mathematics, University of Extremadura, 06071 Badajoz, Spain.

We consider the bisexual Galton-Watson branching process with population-size dependent mating as a mathematical model adequate for the description of some natural phenomena. More specifically we are interested in studying some questions about the problem of populating an environmental with new animal species or re-populating it with species which have previously disappeared.

Published 7 March 2007 in Math Biosci, 206(1): 120-7.
Full-text of this article is available online (may require subscription).

© 2004-2008 Bisexuality Research Today. All Rights Reserved.