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Preface | |
Part I. Quantum Mechanics: 1. On the low density of Boson models: Langevin equation | |
2. Schrö | |
dinger operators with potentials supported by null sets | |
3. Landau Hamiltonians on symmetric spaces | |
4. Renormalization group analysis and quasicrystals | |
5. The measurement problem in the stochastic formulation of quantum mechanics | |
6. Schrö | |
dinger operators at threshold | |
7. Spectral analysis and scattering theory for Schrö | |
dinger operators with an interaction supported by a regular curve | |
8. Lattice models of solids | |
9. Schrö | |
dinger operators on unusual manifolds | |
10. High energy resolvent estimates for Schrö | |
dinger operators | |
11. Point interactions as solvable models | |
12. Stochastic model of quantum mechanics | |
Part II. Quantum Field Theory: 13. Maximality of infinite dimensional Dirichlet forms and Hø | |
egh-Krohn's model of quantum fields | |
14. Global Markov property in quantum field theory and statistical mechanics: a review on results and problems | |
15. Hypercontractivity: a bibliographic review | |
16. Progress and problems in algebraic quantum field theory | |
17. Hø | |
egh-Krohn's model of quantum fields and the absolute continuity of measures | |
18. Baryon states in lattice QCD | |
19. The energy of a Weyl soliton | |
Part III. Statistical Physics: 20. Morphology and classification of galaxies: a stochastic model | |
21. Thermodynamic inequalities for the surface tension and the geometry of the Wulff construction | |
22. Verification of the global Markov property for strongly coupled trigonometric interactions | |
23. Decomposition of Ising models and the Mayer expansion | |
24. Towards time-dynamics for bosonic systems in quantum statistical mechanics. |
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