0000000000067646
AUTHOR
Tadeusz Nadzieja
A nonlocal problem describing spherical system of stars
We prove in this note the existence and uniqueness of solutions of a nonlocal problem appearing as a model of galaxy in early stage of evolution. Some properties of solutions are also given.
Stationary solutions of aerotaxis equations
Models of the population playing the Rock-Paper-Scissors game
We consider discrete dynamical systems coming from the models of evolution of populations playing rock - paper - scissors game . Asymptotic behaviour of trajectories of these systems is described, occurrence of the Neimark-Sacker bifurcation and nonexistence of time averages are proved.