Pauli-Fierz model with Kato-class potentials and exponential decays

Details Pauli-Fierz model with Kato-class potentials and exponential decays Pauli-Fierz model with Kato-class potentials and exponential decays

2010-03-29

arxiv.org/abs/1003.5471v4

Physics

Mathematical Physics

We deleted Lemma 3.1 in vol.3

Scientific paper

Generalized Pauli-Fierz Hamiltonian with Kato-class potential $\KPF$ in
nonrelativistic quantum electrodynamics is defined and studied by a path
measure. $\KPF$ is defined as the self-adjoint generator of a strongly
continuous one-parameter symmetric semigroup and it is shown that its bound
states spatially exponentially decay pointwise and the ground state is unique.

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