# Bifurcation of zeros in translated families of functions and applications

Date:
11.06.18
Place:
UAB - Dept. Matemàtiques (C1/-128)
Speaker:
$F(s,\varepsilon;\mu):=F_1(s;\mu)-F_2(s+\varepsilon;\mu)=0$
where $s=0$ corresponds to the polycycle, $s\geq 0$ parametrizes the monodromic region, $\varepsilon\approx 0$ is the parameter controlling the breaking of the separatrix and $\mu$ are the non-essential parameters of the family.