Statistical Mechanics and Field Theory: Mathematical Aspects : Proceedings of the International Conference on the Mathematical Aspects of Statistical Mechanics and Field Theory, Held in Groningen, The Netherlands, August 26-30, 1985
Teunis Christiaan Dorlas, Nicolaas Marinus Hugenholtz, Marinus Winnink
Springer-Verlag, 1986 - Science - 328 pages
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A VARIATION ON THE HUBBARD MODEL
FIRST ORDER PHASE TRANSITIONS AND PERTURBATION THEORY
LOW TEMPERATURE CONTINUOUS SPIN GIBBS STATES ON A LATTICE AND
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Statistical Mechanics and Field Theory: Mathematical Aspects: Proceedings of ...
T.C. Dorlas,N.M. Hugenholtz,M. Winnink
No preview available - 2013
algebra approximation argument assume boundary bounded called charge commuting condition configuration connected consider construction continuous contours convergence correlation corresponding coupling defined definition denote density depends described dimension effect electron energy ensemble equal equivalent example excitations exists expansion expect fact factor field finite fixed formal function given gives ground Hall Hamiltonian holds infinite integral interaction invariant Ising lattice limit mapping Math mean measure mechanics method namely Note notion obtained operator pair particle periodic perturbation phase Phys Physics positive potential problem projection proof properties prove quantum quantum mechanical random References relations representation respect restricted result rotation number satisfying scale sequence shows space spectrum statistical structure symmetry temperature term Theorem theory transition translation unique values zero