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44. Tairan Wang, Jonathan Miller, Ned S Wingreen, Chao Tang, and Ken A Dill, “Symmetry and designability for lattice protein models,” The Journal of Chemical Physics 113, 8329–8336 (2000).
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43. Chao Tang, “Simple models of the protein folding problem,” Physica A: Statistical Mechanics and its Applications 288, 31–48 (2000).
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42. Sergei Maslov, Chao Tang, and Yi-Cheng Zhang, “1/f noise in bak-tang-wiesenfeld models on narrow stripes,” Physical Review Letters 83, 2449 (1999).
75.79 kb
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41. Colin Denniston and Chao Tang, “Incommensurability in the frustrated two-dimensional xy model,” Physical Review B 60, 3163 (1999).
100.68 kb
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40. Régis Mélin, Hao Li, Ned S Wingreen, and Chao Tang, “Designability, thermodynamic stability, and dynamics in protein folding: a lattice model study,” The Journal of chemical physics 110, 1252–1262 (1999).
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39. Chao Tang, “Fractal dimension of julia set for nonanalytic maps,” Journal of statistical physics 93, 1001–1008 (1998).
163.72 kb
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38. Colin Denniston and Chao Tang, “Low-energy excitations and phase transitions in the frustrated two-dimensional xy model,” Physical Review B 58, 6591 (1998).
382.77 kb
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37. Hao Li, Chao Tang, and Ned S Wingreen, “Are protein folds atypical?” Proceedings of the National Academy of Sciences 95, 4987–4990 (1998).
181.23 kb
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36. Colin Denniston and Chao Tang, “Domain walls and phase transitions in the frustrated two-dimensional xy model,” Physical review letters 79, 451 (1997).
189.65 kb
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35. Hao Li, Chao Tang, and Ned S Wingreen, “Nature of driving force for protein folding: a result from analyzing the statistical potential,” Physical review letters 79, 765 (1997).
111.97 kb
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34. Chao Tang, Xinsheng Ling, S Bhattacharya, and Paul M Chaikin, “Peak effect in superconductors: Melting of larkin domains,” EPL (Europhysics Letters) 35, 597 (1996).
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33. Hao Li, Robert Helling, Chao Tang, and Ned Wingreen, “Emergence of preferred structures in a simple model of protein folding,” Science 273, 666–669 (1996).
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32. XS Ling, HJ Lezec, MJ Higgins, JS Tsai, J Fujita, H Numata, Y Nakamura, Y Ochiai, Chao Tang, PM Chaikin, et al., “Nature of phase transitions of superconducting wire networks in a magnetic field,” Physical review letters 76, 2989 (1996).
170.49 kb
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31. Colin Denniston and Chao Tang, “Phases of josephson junction ladders,” Physical review letters 75, 3930 (1995).
235.97 kb
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30. A Alan Middleton and Chao Tang, “Self-organized criticality in nonconserved systems,” Physical review letters 74, 742 (1995).
434.17 kb
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29. Chao Tang, “Self-Organized Criticality: Sandpiles and Flux Lines,” in Proceedings of the Second International Conference on Computational Physics, edited by D.-Y. Li, D.-H. Feng, M. Strayer, and T.-Y. Zhang, (International Press, Cambridge, MA, 1995).
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28. Colin Denniston and Chao Tang, “Dynamics of a driven single flux line in superconductors,” Physical Review B 51, 8457 (1995).
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27. Chao Tang, Shechao Feng, and Leonardo Golubovic, “Dynamics and noise spectra of a driven single flux line in superconductors,” Physical review letters 72, 1264 (1994).
247.6 kb
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26. Chao Tang and Shoudan Liang, “Patterns and scaling properties in a ballistic deposition model,” Physical review letters 71, 2769 (1993).
325.56 kb
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25. Chao Tang, “Soc and the bean critical state,” Physica A: Statistical Mechanics and its Applications 194, 315–320 (1993).
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24. Chao Tang, “Earthquakes as a Complex Phenomenon,” in Modeling Complex Phenomena, edited by L. Lam and V. Naroditsky (Springer-Verlag, New York, 1992).
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23. JS Langer and C Tang, “Rupture propagation in a model of an earthquake fault,” Physical review letters 67, 1043 (1991).
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22. Jean M Carlson, James S Langer, Bruce E Shaw, and Chao Tang, “Intrinsic properties of a burridge-knopoff model of an earthquake fault,” Physical Review A 44, 884 (1991).
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21. Per Bak, Kan Chen, and Chao Tang, “A forest-fire model and some thoughts on turbulence,” Physics letters A 147, 297–300 (1990).
327.2 kb
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20. Chao Tang, “Self-Organized Critical Phenomena,” in Scaling in Disordered Materials: Fractal Structure and Dynamics, edited by J.P. Stokes, M.O. Robbins, and T.A. Witten (Materials Research Society, 1990).
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19. C. Tang, S. Alexander, and R. Bruinsma, “Scaling Theory for the Growth of Amorphous Films,” Phys. Rev. Lett. 64, 772 (1990).
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18. Chao Tang, Hiizu Nakanishi, and JS Langer, “Droplet model for autocorrelation functions in an ising ferromagnet,” Physical Review A 40, 995 (1989).
457.88 kb
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17. Per Bak and Chao Tang, “Earthquakes as a self-organized critical phenomena,” Journal of geophysical research 94, 15635–15637 (1989).
356.21 kb
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16. Kurt Wiesenfeld, Chao Tang, and Per Bak, “A physicist’s sandbox,” Journal of statistical physics 54, 1441–1458 (1989).
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15. Per Bak and Chao Tang, “Self-Organized Criticality,” in Physics News in 1988, Physics Today January, S-27 (1989).
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14. Per Bak, Chao Tang, and Kurt Wiesenfeld, “Are earthquakes, fractals, and 1/f noise self-organized critical phenomena?” in Cooperative Dynamics in Complex Physical Systems (Springer, 1988) 274–279.
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13. Per Bak, Chao Tang, and Kurt Wiesenfeld, “Scale invariant spatial and temporal fluctuations in complex systems,” in Random fluctuations and pattern growth: Experiments and models (Springer, 1988)
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12. Per Bak, Chao Tang, and Kurt Wiesenfeld, “Self-Organized Critical Phenomena,” in Directions in Chaos, vol. 2, edited by Hao Bai-Lin (World Scientific, Singapore, 1988).
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11. Chao Tang and Per Bak, “Mean field theory of self-organized critical phenomena,” Journal of Statistical Physics 51, 797–802 (1988).
216.65 kb
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10. Chao Tang and Per Bak, “Critical exponents and scaling relations for self-organized critical phenomena,” Physical Review Letters 60, 2347 (1988).
137.01 kb
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9. Per Bak, Chao Tang, and Kurt Wiesenfeld, “Self-organized criticality,” Physical review A 38, 364 (1988).
529.56 kb
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8. Per Bak, Chao Tang, and Kurt Wiesenfeld, “Self-organized criticality: An explanation of the 1/f noise.” Physical review letters 59, 381–384 (1987).
183.82 kb
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7. Chao Tang, Kurt Wiesenfeld, Per Bak, Susan Coppersmith, and Peter Littlewood, “Phase organization,” Physical review letters 58, 1161 (1987).
165.29 kb
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6. Mahito Kohmoto, Bill Sutherland, and Chao Tang, “Critical wave functions and a cantor-set spectrum of a one-dimensional quasicrystal model,” Physical Review B 35, 1020 (1987).
753.54 kb
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5. Chao Tang and Mahito Kohmoto, “Global scaling properties of the spectrum for a quasiperiodic schrödinger equation,” Physical Review B 34, 2041 (1986).
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4. David Bensimon, Leo P Kadanoff, Shoudan Liang, Boris I Shraiman, and Chao Tang, “Viscous flows in two dimensions,” Reviews of Modern Physics 58, 977 (1986).
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3. Chao Tang, “Diffusion-limited aggregation and the saffman-taylor problem,” Physical Review A 31, 1977 (1985).
158.56 kb
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2. Leo P Kadanoff and Chao Tang, “Escape from strange repellers,” Proceedings of the National Academy of Sciences 81, 1276–1279 (1984).
566.12 kb
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1. Mahito Kohmoto, Leo P Kadanoff, and Chao Tang, “Localization problem in one dimension: Mapping and escape,” Physical Review Letters 50, 1870 (1983).
198.13 kb

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