Fanze Kong
Graduate Student, University of British Columbia
Scientific, Colloquia
UBC Math Department Colloquium: Fanze Kong
Reaction-diffusion systems serve as paradigms to describe ubiquitous pattern formation phenomena arising from natural science and social science such as biology, ecology, finance,etc., and have been extensively studied over the past several decades...
Scientific, Seminar
UBC DG + MP + PDE Seminar: Fanze Kong
TBC
Scientific, Seminar
UBC DG + MP + PDE Seminar: Fanze Kong
To describe the cellular self-aggregation phenomenon, some strongly coupled PDEs named as Keller-Segel (KS) and Patlak-Keller-Segel (PKS) systems were proposed in 1970s. Since KS and PKS systems possess relatively simple structures but admit rich...
Scientific, Seminar
UBC Math Bio Seminar: Fanze Kong
We analyze the existence, linear stability, and slow dynamics of localized 1D spike patterns for a Keller-Segel model of chemotaxis that includes the effect of logistic growth of the cellular population. Our analysis of localized patterns for this...
Seminar
UBC Math Bio Seminar: Fanze Kong
The strong Allee effect plays an important role on the evolution of population in ecological systems. One important concept is the Allee threshold that determines the persistence or extinction of the population in a long time. In general, a small...