Regular and chaotic contributions to
the shell structure of a finite Fermi system

Name: Marc Puig von Friesen
Time: Thursday 9/2, 15.15
Place: Seminarierum F, Matematisk Fysik

Abstract
The purpose of this paper is to study the shell effects
in a dilute interacting fermionic gas trapped in a
3-dimensional harmonic oscillator. The expressions of
the variance of the oscillating part of the energy will
be studied within the _min - approximation, a semiclassical
model based upon periodic orbit theory, where one
separates the total expression into a regular and a
chaotic contribution. These results will be compared
with the outcome from the Hartree-Fock procedure and
the explicit expressions for two periodic orbits.