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Computer Simulations of a Discontinuous Phase Transition and Percolation Clusters in the Two-Dimenshe temporal evolution of Ising spin configurations. The system is brought to nonequilibrium by an abrupt change of the applied field or temperature, and the approach to the stable equilibrium is shown in the films.安慰 发表于 2025-3-27 11:11:30
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Finite-Size Scaling Theory,ehaviour of a finite system. In the last two years the method was extended to the transfer matrix technique by Nightingale and Blöte. and to the Hamiltonian formalism. by Hamer and Barber.. We will be concerned only with these applications.草率女 发表于 2025-3-27 22:04:01
,Anderson Transition and Nonlinear σ-Models,ility edge. Symmetry arguments are reviewed which allow the mapping of such a system onto a field theoretical model of interacting matrices. This model yields an expansion of the critical exponents at the mobility edge around the lower critical dimensionality two. Since most of this lecture has alre欢腾 发表于 2025-3-28 04:34:03
Functional Integration for Kinks and Disorder Variables, and the one-soliton solution of the Sine-Gordon equation are important and well-known special cases. Arguments based on topological stability assert that particle quantum states corresponding to such classical solutions are expected to exist, and hence a quasiclassical approach for the particle speMonocle 发表于 2025-3-28 09:23:09
Continuum (Scaling) Limits of Lattice Field Theories (Triviality of , in , Dimensions),theories and the Ising and rotator models in a space (imaginary time) of dimension .. These techniques should have applications to other related models, like the self-avoiding random walk in five or more dimensions and bond percolation in seven or more dimensions. Some plausible conjectures concerni芭蕾舞女演员 发表于 2025-3-28 12:44:33
1566-7820was the twelfth in a series of Summer Institutes organized by German Universities. Its main objective was a thorough comparison of structures and methods of two different branches of Theoretical Physics, name ly Elementary Particle Physics and Statistical Mechanics, and the idea was to exhibit the