Progress in Statistical Mechanics: Proceedings of the 1986 Summer School and the 1988 Workshop, 21-25 June 1986, 25-27 February 1988, Academia Sinica, TaipeiChin-Kun Hu World Scientific, 1988 - 408 頁 |
內容
Foreword | 2 |
Field Theories of Surfaces and Interfaces | 33 |
Spiral SelfAvoiding Walks | 57 |
Ciritical Phenomena on Fractal Lattices | 71 |
Towards a Unified Theory | 91 |
Real Space Approach to Disordered Systems | 119 |
Period Doubling Intermittency and Quasiperiodicity | 135 |
Ordering Kinetics in Phase Transitions | 171 |
Exactly Soluable Models in Statistical Mechanics and Automorphisms | 229 |
The Application of The Transfer Matrix Method to The Phase Transition | 251 |
CoherentAnomaly Method in Critical Phenomena | 273 |
Monte Carlo Study of Percolation Transitions and Phase Transitions | 289 |
Anisotropic Surface Tension and Equilibrium Crystal Shapes | 303 |
The Structure Making and Breaking Effects of Ion Solvation in Water | 359 |
Ordering Processes in TwoDimensional Quantium Spin Systems S 12 | 371 |
Phase Transitions in Arrays of Josephson Junctions | 385 |
A Design of Analog Circuit for Studies of Transition to Chaos in | 187 |
Potts Model and Graph Theory | 201 |
| 401 | |
常見字詞
algebraic varieties anisotropic antiferromagnetic approximation behavior block spin bond calculate classical cluster configuration consider correlation function correlation length corresponding critical exponents critical phenomena critical point curve defined denote density derived dimensional dimensions disorder eigenvalue equation equilibrium crystal shape example ferromagnetic finite fixed point fluctuations fractal free energy frustration G'CG geometrical given Hamiltonian hard-core particles infinite interactions interface Ising model Ising-like kinetics Lett magnetic matrix method Monte Carlo obtain order parameter partition function percolation model phase transition Phys physical polygons Potts model problem q-state QBCPM quantum field theory random renormalisation renormalisation group scaling self-avoiding shown in Fig simulation solution square lattice SSAW statistical mechanics structure subgraphs substrate surface temperature thermodynamic tion transformation vertices voltage World Scientific Pub xc(L XY model Yang-Baxter equations