报告题目：SPATIAL TEMPORAL DYNAMICS OF NICHOLSON BLOWFLY EQUATION WITH TWO SHIFTING PARAMETERS

报告人：易泰山，中山大学

时间：2025年12月18日 10: 00-11:00

地点：新楼308

摘要：In this paper, we obtain new results on the spreading speed and asymptotic propagation properties for a diffusive Nicholson's equation with two shifting parameters. By the method of iterative strategies of travelling wave maps, we give a priori estimates on nontrivial solutions  which play a key role in the proof of global asymptotic behavior. These estimates in combination  with proper test functions allow us to establish the spatial-temporal propagation dynamics of this  extended Nicholson's equation. These results enable us to develop a unified method for exploring  the spreading speeds and asymptotic propagation phenomena for a class of nontranslation invariant  delay reaction-diffusion equations on R^N.