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On the asymptotics of the on-diagonal Szegö kernel of certain Reinhardt domains

Published 24 Feb 2014 in math.CV and math.DG | (1402.5862v1)

Abstract: We compute the leading and sub-leading terms in the asymptotic expansion of the Szeg\"o kernel on the diagonal of a class of pseudoconvex Reinhardt domains whose boundaries are endowed with a general class of smooth measures. We do so by relating it to a Bergman kernel over projective space.

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Authors (2)

  1. Arash Karami 
  2. Vamsi Pingali 

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