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NCTS Seminar on Mathematical Biology
10:00 - 12:00, March 13, 2020 (Friday)
Lecture Room B, 4th Floor, The 3rd General Building, NTHU
(清華大學綜合三館 4樓B演講室)
Stability of Oscillating Solutions in Delay Equations with Monotone Feedback and Even-odd Symmetry
Alejandro López Nieto (Freie Universität Berlin)


Delay equations arise naturally in models of populations whose growth rate depends on a variable that requires some time to begin interacting. Some examples include the time until sexual maturity is reached in animal species, or the incubation period of a virus. In the talk I will present recent results on the characterization and stability of periodic solutions in a particular class of delay equations. A special case treated in the presentation includes the characterization of globally attracting periodic solutions in a population whose growth is negatively affected by a thriving state at a past time.


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