论文信息 - An algorithm of evaluating effective fields and effective interactions in the cluster variation method - 字舞流文

An algorithm of evaluating effective fields and effective interactions in the cluster variation method

Abstract A general discussion is given of an efficient method of calculating the effective fields and effective interactions in the cluster variation method of the cooperative phenomena.

[1] M. Suzuki,et al. Statistical mechanical theory of cooperative phenomena. I: General theory of fluctuations, coherent anomalies and scaling exponents with simple applications to critical phenomena , 1986 .

[2] T. Morita,et al. Application of the Cluster Variation Method to the s − d Interaction Hamiltonian , 1968 .

[3] Sumiyoshi Fujiki,et al. Study of Coherent Anomalies and Critical Exponents Based on High-Level Cluster-Variation Approximations , 1990 .

[4] Tsuyoshi Horiguchi,et al. Coherent-Anomaly Analysis with Cluster Variation Method for Spin-Pair Correlation Function of Ising Model on Square Lattice , 1991 .

[5] Tohru Morita. A simplified cluster variation method , 1989 .

[6] T. Morita. Cluster Variation Method for Non-Uniform Ising and Heisenberg Models and Spin-Pair Correlation Function , 1991 .

[7] R. Kikuchi. A Theory of Cooperative Phenomena , 1951 .

[8] Tohru Morita,et al. Cluster variation method and Möbius inversion formula , 1990 .

[9] Expressions of the distribution functions in the cluster variation method , 1989 .