Speaker
Prof.
Theodore Kolokolnikov
(Dalhousie)
Description
abstract: In the first part of the talk, I will discuss a new agent-based model of wealth distribution in a society which incorporates spatial information. The key feature of the model is formation of wealth "hot-spots", region in space where wealth is concentrated. The continuum limit of this model leads an interesting integral equation.
In the second part of the talk, I discuss how a non-local problem arises when describing the density distribution of vortices in the classical Gross-Pitayevskii model of Bose-Einstein Condensates in the presence of rotation and trap.
Primary author
Prof.
Theodore Kolokolnikov
(Dalhousie)
