Abstract:
We study asymptotics of the Laurent coefficients for meromorphic functions of several complex variables. We employ notions of complex hypersurface amoeba and logarithmic Gauss map. The main result of this note is the generalization of the Darwin-Fowler method for the vector energy spectrum case.
Keywords:Laurent coefficient, asymptotics, amoeba of hypersurface, logarithmic Gauss map, most probable state.
UDC:517.55
Received: 28.09.2009 Received in revised form: 28.10.2009 Accepted: 10.11.2009