Renormalization Study of the Q-State Potts Model

机译：Q状态potts模型的重整化研究

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The author studies the critical behaviour of the two dimensional q-state Potts model. An important tool in this study is the real-space renormalization method. (Atomindex citation 11:523583)

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den Nijs, M. P. M.;
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年度 1979
页码 1-181
总页数 181
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Mathematical models; Correlation functions; Expectation value; Free energy; Hamiltonians; Phase diagrams; Phase transformations; Renormalization; Two-dimensional calculations;

机译：数学模型;相关函数;期望值;自由能;哈密顿量;相图;相变;重整化;二维计算;

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专利

1. An Analytical Study of the d-Dimensional q-State Potts Models on Lattice [J] . P. Y. Zhao, J. M. Wu Communications in Theoretical Physics . 1996,第4期

机译：晶格上的d维q态Potts模型的分析研究
2. Density of states, Potts zeros, and Fisher zeros of the Q-state Potts model for continuous Q - art. no. 066107 [J] . Kim SY., Creswick RJ. Physical review, E. Statistical physics, plasmas, fluids, and related interdisciplinary topics . 2001,第6aPta2期

机译：连续Q-art的Q状态Potts模型的状态密度，Potts零和Fisher零。没有。 066107
3. Confinement in the q-state Potts model: an RG-TCSA study [J] . M. Lencsés, G. Takács Journal of High Energy Physics . 2015,第09期

机译：q态Potts模型的局限性：RG-TCSA研究
4. Probing phase transition order of q-state Potts models using Wang-Landau Algorithm [C] . T. Surungan, Y. Komura, Y. Okabe International Conference on Theoretical and Applied Physics . 2014

机译：王 - Landau算法Q型Potts模型的探测阶段过渡顺序
5. Exact results on q-state Potts model partition functions. [D] . Chang, Shu-Chiuan. 2002

机译：关于q状态Potts模型分区函数的确切结果。
6. Potts Shunt to Be Preferred Above Atrial Septostomy in Pediatric Pulmonary Arterial Hypertension Patients: A Modeling Study [O] . Tammo Delhaas, Yvette Koeken, Heiner Latus, -1

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7. A renormalization study of the q-state Potts model [O] . Nijs M.P.M. den 1979

机译：q态Potts模型的重新归一化研究
8. Renormalization Group Study of the Hamiltonian Version of the Potts Model II. Self-Dual Renormalization Group Treatment [R] . Igloi, F., Solyom, J. 1982

机译：potts模型的哈密顿版本的重整化群研究II。自双重整群化处理

Renormalization Study of the Q-State Potts Model

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