We kindly invite you to the Miklós Farkas Seminar

              14 November (Thursday) 10.15, BME, H306

Christian Pötzsche (Department of Mathematics, Alpen-Adria-University Klagenfurt, Austria)

Bifurcation and Discretization in Integrodifference Equations ​

Integrodifference equations are infinite-dimensional dynamical systems in discrete time. They are motivated by theoretical ecology in order to describe the spatial dispersal and temporal evolution of species having non-overlapping generations. In this talk, we review some recent work addressing two aspects concerning their long-term behavior: 
(1) Bifurcation theory of periodic equations, which requires a combination of analytical and numerical techniques (joint work with Christian Aarset)
(2) Numerical Dynamics (persistence of dynamical properties under numerical discretization)

The organizers

(István Faragó, János Karátson, Róbert Horváth, Miklós Mincsovics, Gabriella Svantnerné Sebestyén)

Visit the homepage of the seminar: http://math.bme.hu/AlkAnalSzemi