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(2002 / vol.5 / no.2)
Heat content asymptotics for spectral boundary conditions
Peter Gilkey, Klaus Kirsten, JeongHyeong Park
Pages. 49-58     



We study the short time heat content asymptotics for spectral boundary conditions. The heat content
coefficients are shown to be non-local and some preliminary results concerning the structure of the first few terms are given.



1. Introduction
2. Functorial Properties
3. Calculations on the Ball



Laplace type operator, Dirac type operator, heat content asymptotics, spectral boundary conditions



58J50