A. Bibliographie and W. E. Et, Representations of the canonical commutation relations describing a nonrelativistic infinite free Bose gas, Jour. Math. Phys, vol.4, pp.5-637, 1963.

B. V. Fr¨ohlichfr¨, F. J. Et, and S. I. , Quantum electrodynamics of confined non-relativistic particles, Adv. Math, vol.137, p.299, 1998.

B. V. Fr¨ohlichfr¨, F. J. Et, and S. I. , Convergent renormalisation group analysis for non-selfadjoint operators on Fock space, Adv. Math, vol.137, p.205, 1998.

C. J. Che-], C. A. Cf-], C. A. Et, and F. F. , Number operators for representation of the canonical commutation relations Sufficient conditions for conservativity of dynamical semigroups Sufficient conditions for conservativity of minimal quantum dynamical semigroups, Comm. Math. Phys. Theor. Math. Phys. J. Funct. Anal, vol.8, issue.153, pp.164-184382, 1968.

D. J. Et and J. V. Jak?i´c, Spectral theory of Pauli-Fierz operators, Jour. Funct. Anal, vol.180, pp.241-327, 2001.

D. J. Et and J. V. Jak?i´c, Return to equilibrium for Pauli-Fierz systems

D. J. Et and J. V. Jak?i´c, Some remarks on Fermi golden rule for open quatum systems, Ecole d'´ eté de Grenoble, Open quantum systems, pp.16-20, 0196.

. Bibliographie, . J. Djp-]-derezinski, J. V. Jak?i´cjak?jak?ijak?i´, and P. Et, Perturbation theory of W * -dynamics, liouvilleans and KMS-states, Rev, Math Phys, vol.15, p.447, 2003.

. J. Do-]-doob, The Elementary Gaussian Processes, The Annals of Mathematical Statistics, vol.15, issue.3, pp.229-282, 1944.
DOI : 10.1214/aoms/1177731234

F. F. Et and R. R. , Quantum markov semigroups and their stationary states, Ecole d'´ eté de Grenoble, Open quantum systems, pp.16-20, 2003.

R. [. Et, A view on stochastic differential equations derived quantum optics, Aportaciones Matematicas, Soc. Mat. Mexicana, vol.14, pp.193-214, 1998.

. A. Frigerio, Stationary states of quantum dynamical semigroups, Communications in Mathematical Physics, vol.39, issue.3, pp.269-276, 1978.
DOI : 10.1007/BF01196936

. A. Frigerio, Quantum dynamical semigroups and approach to equilibrium, Letters in Mathematical Physics, vol.56, issue.2, pp.79-87, 1977.
DOI : 10.1007/BF00398571

. Fgkv, . A. Frigerio, K. A. Gorini-v, and V. M. Et, Quantum detailed balance and KMS condition, Comm. Math. Phys, vol.57, pp.97-110, 1977.

H. J. Ho-], The Livsic matrix in perturbation theory, Jour. Math. Anal. and Appl, vol.50, pp.415-437, 1975.

J. Jak?i´c, V. Et, and P. , From resonances to master equations, Ann. Inst. H.P., Phys. Théor, vol.67, pp.4-425, 1997.

J. Jak?i´c, V. Et, and P. , On a model for quantum friction, II. Fermi's golden rule and dynamics at positive temperature, Communications in Mathematical Physics, vol.63, issue.3, p.619, 1996.
DOI : 10.1007/BF02099252

J. Jak?i´c, V. Et, and P. , On a model for quantum friction III. Ergodic properties of the spin-boson system, Communications in Mathematical Physics, vol.63, issue.3, pp.627-651, 1996.
DOI : 10.1007/BF02108818

J. Jak?i´c, V. Et, and P. , Spectral theory of thermal relaxation, Journal of Mathematical Physics, vol.38, issue.4, p.1757, 1997.
DOI : 10.1063/1.531912

J. Jak?i´c, V. Et, and P. , Non-equilibrium steady states of finite quantum systems coupled to thermal reservoirs, Comm. Math. Phys, vol.226, p.131, 2002.

L. A. Lp-] and . V. Et-pul-`-epul-`-pul-`-e-j, The equilibrium states of the free boson gas, Comm. Math. Phys, vol.36, 1974.

[. Et and S. H. , Irreversible thermodynamics for quantum systems weakly coupled to thermals reservoirs, Advances in Chemical Physics, vol.38, pp.109-142, 1978.

. Lv and . P. Levy, A special problem of brownian motion and a general theory of gaussian random function, Proc. 3rd Berkeley Sympos, pp.133-176, 1956.

. Vh1 and . Van-hove-l, The approach to equilibrium in quantum statistics, Physica, p.441, 1957.

. Vh2 and . Van-hove-l, Master equation and approach to equilibrium for quantum systems, in Fondamental problems in statistical mechanics, 1962.

A. Bibliographie and . S. Agarwal-g, Quantum statistical theories of spontaneous emission and their relations to other approaches., Springer Tracts in Modern Physics, 1974.

B. G. Et and R. D. , Operators algebras and quantum statistical mechanics 1, Texts and Monographs in Physics, 1987.

B. G. Et and R. D. , Operators algebras and quantum statistical mechanics 2, Texts and Monographs in Physics, 1997.

. Co and . A. Connes, Géométrie non commutative, 1990.

D. R. Dl-] and L. Et, Analyse mathématique et calcul numérique, 1988.

. A. Dir-]-dirac-p, Les principes de la mécanique quantique, réimpression autorisée par Les Presses Universitaires de France auxÉditionsaux´auxÉditions Jacques Gabay, 1990.

D. H. Dk-] and H. P. Et-mckean, Gaussian processes, function theory, and the inverse spectral problem, 1976.

. M. Gv-]-gelfand-i and V. N. Et, Generalized functions theory. Applications of harmonic analysis, 1964.

G. M. Et and W. M. , Collision theory, 1964.

. Gs, . J. Gustafson-s, and S. I. Et, Mathematical concepts of quantum mechanics, 2003.

. He and . H. Helson, Lectures on invariant subspaces, 1964.

. Kn and . B. Knight-f, Foundations of the prediction process, Oxford Studies in Probability, vol.1, 1992.

L. L. Et and L. E. , Physique théorique. Mécanique quantique, 1975.

L. L. Et and L. E. , Physique théorique. Physique statistique , 4` emé edition, traduction française, Editions Mir-Ellipses, 1994.

N. J. Neu-]-von, Les fondements mathématiques de la mécanique quantique, réimpression autorisée par Les Presses Universitaires de France auxÉditionsaux´auxÉditions Jacques Gabay, 1988.

. Om and . R. Omnes, Comprendre la mécanique quantique, EDP Sciences, 2000.