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Annales de l'I.H.P. Physique théorique
Tome 47 (1987)
Précédent
Suivant
Sommaire du
Fascicule no. 1
High order corrections to the time-independent Born-Oppenheimer approximation. - I. Smooth potentials
Hagedorn, George A.
p. 1-16
A phase cell approach to Yang-Mills theory. - VI. Non-abelian lattice-continuum duality
Federbush, Paul
p. 17-23
Time-decay of scattering solutions and classical trajectories
Wang, Xue-Ping
p. 25-37
The Foldy-Wouthuysen transformation in the two-particle case
Sazdjian, H.
p. 39-62
The quantum stability problem for time-periodic perturbations of the harmonic oscillator
Combescure, M.
p. 63-83
Rigorous numerical stability estimates for the existence of KAM tori in a forced pendulum
Celletti, Alessandra
;
Falcolini, Corrado
;
Porzio, Anna
p. 85-111
Sommaire du
Fascicule no. 2
Concerning the condition of additivity in quantum field theory
Summers, Stephen J.
;
Wichmann, Eyvind H.
p. 113-124
The electrostatic energy of a lattice of point charges
Olives Baños, Juan
p. 125-184
Bounds on many-body resonances
Balslev, Erik
p. 185-198
A geometric setting for classical molecular dynamics
Iwai, Toshihiro
p. 199-219
Sommaire du
Fascicule no. 3
Conformal invariance and time decay for non linear wave equations. I
Ginibre, J.
;
Velo, G.
p. 221-261
Conformal invariance and time decay for non linear wave equations. II
Ginibre, J.
;
Velo, G.
p. 263-276
“Geometry” of spin 3 gauge theories
Damour, T.
;
Deser, S.
p. 277-307
On the stability of solitary waves for classical scalar fields
Blanchard, Ph.
;
Stubbe, J.
;
Vázquez, L.
p. 309-336
Sommaire du
Fascicule no. 4
An explicit determination of the space-times on which the conformally invariant scalar wave equation satisfies Huygens' principle. - Part II : Petrov type D space-times
Carminati, J.
;
McLenaghan, R. G.
p. 337-354
A-cohomologie et opérateurs de récursion
Gutkin, D.
p. 355-366
Configuration space properties of the S-matrix and time delay in potential scattering
Amrein, W. O.
;
Cibils, M. B.
;
Sinha, K. B.
p. 367-382
Existence des opérateurs d'ondes pour les systèmes hyperboliques avec un potentiel périodique en temps
Bachelot, Alain
;
Petkov, Vesselin
p. 383-428
Arrival time observables in quantum mechanics
Werner, Reinhard
p. 429-449
Erratum : “The quantum stability problem for time-periodic perturbations of the harmonic oscillator”
Combescure, M.
p. 451-454