内容

目次

1. Weak perturbations of Gaussian measures; 2. Fermionic many-bodymodels; 3. Conformal field theory and geometry of strings; 4. Clusterexpansions with small/large field conditions; 5. Percolation theory andthe phase structure of two-dimensional classical ferromagnets; 6.Navier and Stokes meet the wavelet, II; 7. Applications of therenormalization group; 8. End-to-end distance for a four-dimensionalself-avoiding walk; 9. The Falicov-Kimball model of interactingelectrons; 10. Radiative decay of an atom in a massless quantisedfield; 11. The Knizhnik-Zamolodchikov-Bernard equation on the torus;12. Dual potentials of free Dirac currents as exactly soluble models;Weak perturbations of Gaussian measures; Fermionic many-body models;Conformal field theory and geometry of strings; Cluster expansions withsmall/large field conditions; Percolation theory and the phasestructure of two-dimensional classical ferromagnets; Navier and Stokesmeet the wavelet, II; Applications of the renormalization group;End-to-end distance for a four-dimensional self-avoiding walk; TheFalicov-Kimball model of interacting electrons; Radiative decay of anatom in a massless quantised field; The Knizhnik-Zamolodchikov-Bernardequation on the torus; Dual potentials of free Dirac currents asexactly soluble models; Weak perturbations of Gaussian measures;Fermionic many-body models; Conformal field theory and geometry ofstrings; Cluster expansions with small/large field conditions;Percolation theory and the phase structure of two-dimensional classicalferromagnets; Navier and Stokes meet the wavelet, II; Applications ofthe renormalization group; End-to-end distance for a four-dimensionalself-avoiding walk; The Falicov-Kimball model of interacting electrons;Radiative decay of an atom in a massless quantised field; TheKnizhnik-Zamolodchikov-Bernard equation on the torus; Dual potentialsof free Dirac currents as exactly soluble models