Abstract
The following result confirms an hypothesis made in theoretical physics (see J. Lascoux and F. Pham [2]), whose main part was recently proved by D. Fotiadi [1], (namely the existence of the algebraic singular support).
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References
Fotiadi, D.: Thesis (to be published in Journal de math, pures et appl).
Lascoux, J.: Perturbation theory in quantun field theory and homology.
Pham, F.: Landau singuarities in the physical region. Benjamin: Battelle Rencontres, 1967, Lectures in Mathematics and Physics (1968).
Leray, J.: Un Complément au théorème de N. Nilsson sur les intégrales de formes differentielles ä support singulier algébrique. Bull. Soc. Math. France 95,313–374 (1967).
Leray, J.: In preparation.
Nilsson, N.: Some growth and ramification properties of certain integrals on algebraic manifolds. Arkiv for Math. 5, 463–476 (1963–65).
Nilsson, N.: Asymptotic estimates for spectral functions connected with hypoelliptic differential operators. Arkiv for Math. 5, 527–540 (1963–65).
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Leray, J. (1970). On Feynman’s Integrals. In: Froissart, M. (eds) Hyperbolic Equations and Waves. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-87025-5_4
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DOI: https://doi.org/10.1007/978-3-642-87025-5_4
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