Spectral Geometry of Operator Polynomials and Applications to QFT

Details Spectral Geometry of Operator Polynomials and Applications to QFT Spectral Geometry of Operator Polynomials and Applications to QFT

2003-11-10

arxiv.org/abs/hep-th/0311080v1

Physics

High Energy Physics

High Energy Physics - Theory

9 pages, contribution to the proceedings of the Workshop on Quantum Field Theory under Influence of External Conditions, Norma

Scientific paper

A class of non-linear eigenvalue problems defined in the form of operator polynomials is investigated. The problems are related to wave equations which appear in a relativistic quantum field theory. Spectral asymptotics for this class are found explicitly. The properties of operator polynomials are analyzed for scalar, spinor and gauge fields. It is also shown how to use these results in finite temperature theories.

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