Equilibrium solutions for a microscopic model of population dynamics

Prelegent(ci)

Tatyana Ryabukha

Afiliacja

Institute of Mathematics, National Academy of Sciences of Ukraine and MIMUW

Termin

29 lutego 2012 16:15

Pokój

p. 5820

Seminarium

Seminarium Zakładu Biomatematyki i Teorii Gier

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Mirosław Lachowicz (MIMUW)
Introduction to Tatiana's talk


In the talk, the problem of existence and uniqueness of equilibrium solutions to a microscopic model of population dynamics will be discussed. The model is a modified Liouville equation corresponding to a Markov jump process. The condidtions guarateeing uniqueness or non-uniqueness of equilibrium solutions will be proposed.

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