Distributional asymptotic expansions of spectral functions and of the associated Green kernels.
A general integral
We define an integral, the distributional integral of functions of one real variable, that is more general than the Lebesgue and the Denjoy-Perron-Henstock-Kurzweil integrals, and which allows the integration of functions with distributional values everywhere or nearly everywhere. Our integral has the property that if f is locally distributionally integrable over the real line and ψ ∈ (ℝ) is a test function, then fψ is distributionally integrable, and the formula , defines a distribution ∈ ’(ℝ)...
Rigorous approach to elastic meson-nucleon scattering in non-relativistic quantum field theory. II : majoration of Feynman diagrams
Rigorous approach to elastic meson-nucleon scattering in non-relativistic quantum field theory. (I) : integral equation and Schrödinger ket
The polaron model revisited : rigorous construction of the dressed electron
On the classical limit and the infrared problem for non-relativistic fermions interacting with the electromagnetic field
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