In this talk I will discuss the (asymptotic) shape of the minimizers of
a Gross-Pitaievskii functional describing Bose-Einstein condensates with
two components. We will be interested in the regime of strong
segregation where the two components do not overlap. I will show that
for different repulsion parameters, these minimizers are sometimes
radially symmetric and sometimes not.
This is based on joint works with B. Merlet and J. Royo-Letelierhttp://cvgmt.sns.it/seminar/499/
