SHORT TIME CORRELATIONS IN A TWO-DIMENSIONAL ISING MODEL WITH A LINE OF DEFECTS

Keywords

Ising model, Statistical physics, Monte Carlo method, Exponent, Physics

References

• Remanent magnetization decay at the spin-glass critical point: A new dynamic critical exponent for nonequilibrium autocorrelations.David A. Huse — 1989
• VOLTAGE-CONTROLLED SHARP-LINE ELECTROLUMINESCENCE IN GAAS-ALAS DOUBLE-BARRIER RESONANT-TUNNELING STRUCTURESG. A. Roberts, Jonathan J. Finley, M. S. Skolnick — 1998
• Generalized Dynamic Scaling for Critical Relaxations.Bo Zheng — 1996
• The short-time dynamics of the critical Potts modelL. Schülke, Bo Zheng — 1995
• New universal short-time scaling behaviour of critical relaxation processesH. K. Janssen, B. Schaub, B. Schmittmann — 1989
• Dynamic Monte Carlo Measurement of Critical Exponents.Zhibing Li, L. Schülke, Bo Zheng — 1994
• Universality and scaling in short-time critical dynamicsK. Okano, L. Schülke, K. Yamagishi — 1996

Cited by

• Short-time critical dynamics of the Baxter-Wu model.Everaldo Arashiro, J. R. Drugowich de Felício — 2002
• Short—time dynamics of the three—dimensional O(4) modelWanderson Gonçalves Wanzeller, R.S. Marques de Carvalho — 2018

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