PROGRESS IN STATISTICAL MECHANICS   (V3)

PROGRESS IN STATISTICAL MECHANICS (V3)

Autor: Hu Chin Kun
Verlag: World Scientific Publishing Company
Erscheinungsdatum: 1988
ISBN: 9814541621

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Contents:
  • Critical Phenomena, Field Theory and Renormalisation Group (T-M Yan & S C-C Lin)
  • Field Theories of Surfaces and Interfaces (S C-C Lin)
  • Spiral Self-Avoiding Walks (K Y Lin)
  • Critical Phenomena on Fractal Lattices (Doochul Kim)
  • Percolation and Phase Transitions: Towards a Unified Theory of Phase Transitions (C-K Hu)
  • Real Space Approach to Disordered Systems (S-Y Wu)
  • Three Routes to Chaos: Period Doubling, Intermittency and Quasiperiodicity (B Hu)
  • Ordering Kinetics in Phase Transitions (K Kawasaki)
  • A Design of Analog Circuit for Studies of Transitions to Chaos in a RF-Driven Josephson Junction (J C Huang et al)
  • Potts Model and Graph Theory (F Y Wu)
  • Number and Size of Convex Polygons on the Square Lattice (K Y Lin)
  • Exactly Solvable Models in Statistical Mechanics and Automorphisms of Algebraic Varieties (J-M Maillard)
  • The Application of the Transfer Matrix Method to the Phase Transition of Ising Model (T Oguchi et al)
  • Coherent-Anomaly Method in Critical Phenomena (M Katori & M Suzuki)
  • Monte Carlo Study of Percolation Transitions and Phase Transitions in Interacting Systems (C-K Hu & K-S Mak)
  • Anisotropic Surface Tension and Equilibrium Crystal Shapes (R K P Zia)
  • The Structure Making and Breaking Effects of Ion Solvation in Water (J-L Lin & C-Y Mou)
  • Ordering Processes in Two-Dimensional Quantum Spin Systems (S=1/2) (S Miyashita)
  • Phase Transitions in Arrays of Josephson Junctions (M Y Choi)

Readership: Theoretical physicists and condensed matter physicists.

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