Математические методы квантовой физики - Глимм Дж.
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Seiler, E. (1981). Guage theories as a problem of constructive field
theory and statistical mechanics, University of Geneva lecture notes.
Seiler, E. and Simon, B. (1975a). Bounds in the Yukawa2 quantum fields
theory: Upper bound on the pressure, Hamiltonian bound and linear lower
bound, Comm. Math. Phys. 45, 99-114.
Seiler, E. and Simon, B. (1975b). On finite mass renormalizations in the
two dimensional Yukawa model, J. Math. Phys. 16, 2289-2293.
Seiler, E. and Simon, B. (1976). Nelson's symmetry and all that in the
Yukawa j and ф\ field theories, Ann. Phys. 97, 470-518. ;
;Shlosman, S. B. (1980). Phase transitions for two-dimensional models
with isotropic short-range interaction and continuous symmetries, Comm.
Math. Phys. 71, 207-212.,
Литература 429
Siegert, A. J. F. (1960). Partition functions as averages of functionals
of Gaussian random functions, Physica 26, S30-S35.
Sigal, I. (1978). Mathematical foundations of quantum scattering theory
for multiparticle systems, Memoirs of the AMS, 209, 1-145.
Simon, B. (1973a). Correlation inequalities and the mass gap in Р{ф)2. I.
Domination by the two point function, Comm. Math. Phys. 31, 127-136.
Simon, B. (1973b). Positivity of the Hamiltonian semigroup and the
construction of Euclidean region fields, Helv. Phys. Acta 46, 686-696.
Simon, B. (1974). The Р(ф)2 Euclidean (Quantum) Field Theory, Princeton:
Princeton University Press.
Simon, B. (1975). Correlation inequalities and the mass gap in Р(ф)2 П.
Uniqueness of the .vacuum in a class of strongly coupled theories, Ann.
Math. 101, 260-267.
Simon, B. (1979). Functional Integration and Quantum Physics, New York:'
Academic Press.
Simon, B. (1980). Correlation inequalities and the decay of correlations
in ferromagnets, Comm. Math. Phys. 77, 111-126.
Simon, B. and Griffiths, R. (1973). The (ф4)2 field theory as a classical
Ising model, Comm. Math. Phys. 33, 145-164.
Simon, B. and Hoegh-Krohn, R. (1972). Hypercontractive semigroups and
two-dimensional self-coupled hose fields, J. Func. Anal. 9, 121-180.
56 Sinai, Ya. G. (1981). The theory of phase transitions: rigorous
results, London: Pergamon.
Singer, I. M. (1977). Unpubished.
Singer, I. M. (1978). Some remarks on the Gribov ambiguity, Comm. Math.
Phys. 60, 7-12.
Slawny, J. (1973). Analyticity and uniqueness for spin ^ classical
ferromagnetic lattice systems at low temperatures^ Comm. Math. Phys. 34,
271-296.
Sokal, A. (1980). An improvement of Watson's theorem on Borel
summability, J. Math. Phys. 21, 261-263.
Sokal, A. (1981a). Rigorous proof of the high-temperature Josephson
inequality for critical exponents. J. Stat. Phys. 25, 51-56.
Sokal, A. (1981b). More inequalities for critical exponents, J. Stat.
Phys. 25, 25-50.
Spencer, T. (1973). Perturbation of the Р.(ф)2 quantum field Hamiltonian,
J. Math. Phys. 14, 823-828.
Spencer, T. (1974a). The absence of even bound states for Я(04)2, Comm.
Math. Phys. 39, 77-79.
Spencer, T. (1974b). The mass gap for the Р(ф)г quantum field model with
a strong external field, Comm. Math. Phys. 39, 63-76.
Spencer, T. (1975). The decay of the Bethe-Salpeter kernel in Р(ф)г
quantum field models, Comm. Math. Phys. 44, 143-164.
Spencer, T. (1980). The Lipatov argument, Comm. Math. Pliys..74, 273-280.
Spencer, T. and Zirilli, F (1976). Scattering states and bound states'in
ЛР(ф)2, Comm. Math. Phys. 49, 1-16.
Литература
68 Stanley, Н. (1971). Introduction to Phase Transitions and Critical
Phenomena, New
York: Oxford University Press.
69 Stratonovich, R. L. (1957). On a method of calculating quantum
distribution func-
tions, Soviet Physics Dokla'dy 2, 416-419.
Streater, R. (1972a). Connection between the spectrum condition, and the
Lorentz invariance of Р(ф)2, Comm. Math. Phys. 26, 109-120.
Streater, R. ed. (1972b). Mathematics of Contemporary Physics (London,
1971), New York: Academic Press.
Streater, R. F. (1975). Outline of axiomatic relativistic quantum field
theory, Reports on Progress in Physics 38, 771-846.
Streater, R. and Wightman, A. (1964). PCT, Spin and Statist'ics, and All
That, New York: Benjamin.
Streater, R. F. and Wilde, I. F. (1970). Fermion states of a boson field,
Nucl. Phys. B24, 561-575.
Streit, L. ed. (1976). Quantum.Dynamics: Models and Mathematics
(Bielefeld, 1975), New York: Springer-Verlag.
Strocchi, F. (1977). Spontaneous symmetry breaking in the local gauge
quantum field theory; the Higgs mechanism, Comm. Math. Phys. 56, 57-78.
Strocchi, F. (1978). Local and covariant gauge quantum field theories.
Cluster property, superselection rules, and the infrared problem, Phys.
Rev.. D 17, 20210-2021.
Strocchi, F. and Wightman, A. S. (1974). Proof of the charge
superselection rule in local relativistic quantum field theory, J. Math.
Phys. 15, 2198-2224.
Summers, S. (1979). The phase diagram for a two dimensional bose quantum
field model, Harvard University Thesis.
Summers, S. J. (1980). A new proof of the asymptotic nature of
