Preprint

  1. Zhen Shao, Haijun Zhou, Evolve networks towards better performance: a Compromise between mutation and selection, [arXiv:0901.0357].
  2. Haijun Zhou, Zhong-Can Ou-Yang, Maximum matching on random graphs (2003) [arXiv/cond-mat/0309348].
  3. Haijun Zhou, Reinhard Lipowsky, The yeast protein-interaction network is a highly modular network with a stair-case community structure (2004) [pdf].
  4. Haijun Zhou, Stretch-induced melting and thermal melting in a double-stranded biopolymer (2000) [arXiv/cond-mat/0007015].


Journal Papers

  1. Hui Ma, Haijun Zhou, Approaching the ground states of the random maximum two-satisfiability problem by a greedy single-spin flipping process, Physical Review E 83, 052101 (2011), also available at arXiv.
  2. Haijun Zhou, Chuang Wang, Ground-state configuration space heterogeneity of random finite-connectivity spin glasses and random constraint satisfaction problems, Journal of Statistical Mechanics: Theory and Experiment, P10010 (2010), also available at arXiv
  3. Haiping Huang, Haijun Zhou, Learning by random walks in the weight space of the Ising perceptron, Journal of Statistical Mechanics: Theory and Expriments, P08014 (2010)
  4. Haijun Zhou,  Solution space heterogeneity of the random K-satisfiability problem: Theory and simulations, Journal of Physics: Conference Series 233, 012011 (2010) [arXiv:1001.2951]
  5. Haijun Zhou,  Criticality and heterogeneity in the solution space of random constraint satisfaction problems, International Journal of Modern Physics B 24, 3479-3487 (2010) [arXiv:0911.4328].
  6. Haiping Huang, Reconstructing the Hopfield network as an inverse Ising problem, Physical Review E 81, 036104 (2010).
  7. Haijun Zhou,  Glassy behavior and jamming of a random walk process for sequentially satisfying a constraint satisfaction formula, European Physical Journal B 73, 617-624  (2010) [arXiv:0907.0295].
  8. Haijun Zhou, Hui Ma, Communities of solutions in single solution clusters of a random K-satisfiability formula, Physical Review E 80, 066108 (2009) [arXiv:0903.2908].
  9. Haiping Huang, Haijun Zhou, Cavity approach to the Sourlas code system, Physical Review E 80, 056113 (2009) [arXiv:0905.2817].
  10. Pan Zhang, Ying Zeng, Haijun Zhou, Stability analysis on the finite-temperature replica-symmetric and first-step replica-symmetry-broken cavity solutions of the random vertex cover problem, Physical Review E 80, 021122 (2009) [arXiv:0901.2635].
  11. Pui-Man Lam, Yi Zhen, Haijun Zhou, Jie Zhou, Adsorption of externally stretched two-dimensional flexible and semiflexible polymers near an attractive wall, Physical Review E 79, 061127 (2009) [pdf].
  12. Kang Li, Hui Ma, Haijun Zhou, From one solution of a 3-satisfiability formula to a solution cluster: Frozen variables and entropy, Physical Review E 79, 031102 (2009); [arXiv:0809.4332].
  13. Jie Zhou, Haijun Zhou, Ground-state entropy of the random vertex-cover problem, Physical Review E 79, 020103(R) (2009); [arXiv:0810.0584].
  14. Zhen Shao, Haijun Zhou, Dynamics-driven evolution to structural heterogeneity in complex networks, Physica A 388, 523-528 (2009); [arXiv:0804.3181].
  15. Haijun Zhou, T->0 mean-field population dynamics approach for  the random 3-satisfiability problem, Physical Review E  77, 066102 (2008); [arXiv:0801.0205].
  16. Jie Zhou, Zhong-Can Ou-Yang, Haijun Zhou, Simulating the collapse transition of a two-dimensional semiflexible lattice polymer, Journal of Chemical Physics 128, 124905 (2008); [pdf].
  17. Haijun Zhou, Kang Li, Distribution of equilibrium free energies in a thermodynamic system with broken ergodicity, Communications in Theoretical Physics 49, 659-664 (2008); [pdf].
  18. Haijun Zhou, Cyclic heating-annealing and Boltzmann distribution of free energies in a spin-glass system, Communications in Theoretical Physics 48, 179-182 (2007); [pdf].
  19. Jie Zhou, Hui Ma, Haijun Zhou, Long-range frustration in T=0 first-step replica-symmetry-broken solutions of finite-connectivity spin glasses, Journal of Statistical Mechanics: Theory and Experiment, L06001 (2007); [arXiv:0706.0259].
  20. Zhen Shao, Haijun Zhou, Optimal transportation network with concave cost functions: Loop analysis and algorithms, Physical Review E 75, 066112 (2007); [pdf].
  21. Haijun Zhou, Boltzmann distribution of free energies in a finite-connectivity spin-glass system and the cavity approach, Frontiers of Physics in China 2, 238-250 (2007); [pdf].
  22. Haijun Zhou, Reinhard Lipowsky, Activity patterns on random scale-free networks: global dynamics arising from local majority rules, Journal of Statistical Mechanics: Theory and Experiment, P01009 (2007); [arXiv/cond-mat/0701432].
  23. Martin Weigt, Haijun Zhou, Message passing for vertex-covers, Physical Review E 74, 046110 (2006); [arXiv/cond-mat/0605190].
  24. Haijun Zhou, Jie Zhou, Zhong-Can Ou-Yang, Sanjay Kumar, Collapse transition of two-dimensional flexible and semiflexible polymers, Physical Review Letters 97, 158302 (2006); [arXiv/cond-mat/0701434].
  25. Haijun Zhou, Reinhard Lipowsky, Dynamic pattern evolution on scale-free networks, Proceedings National Academy Sciences USA 102, 10052-10057 (2005).
  26. Haijun Zhou, Long range frustration in a spin-glass model of the vertex-cover problem, Physical Review Letters 94, 217203 (2005); [arXiv/cond-mat/0411077]; [supplementary text].
  27. Haijun Zhou, Long range frustration in finite-connectivity spin glasses: A mean field theory and its application to the random K-satisfiability problem, New Journal of Physics 7, 123 (2005); [arXiv/cond-mat/0411079].
  28. Haijun Zhou, Yang Zhang, Hierarchical chain model of spider capture silk elasticity, Physical Review Letters 94, 028104 (2005); [arXiv/cond-mat/0412538].
  29. Haijun Zhou, Reinhard Lipowsky, Network Brownian motion: A new method to measure vertex-vertex proximity and to identify communities and subcommunities, Lecture Notes in Computer Science 3038, 1062-1069 (2004); [ps].
  30. Haijun Zhou, Distance, dissimilarity index, and network community structure, Physical Review E 67, 061901 (2003); [pdf].
  31. Haijun Zhou, Network landscape from a Brownian particle's perspective, Physical Review E 67, 041908 (2003); [pdf].
  32. Haijun Zhou, Vertex cover problem studied by cavity method: Analytics and population dynamics, European Physical Journal B 32, 265-270 (2003); [pdf].
  33. Haijun Zhou, Scaling exponents and clustering coefficients of a growing random network, Physical Review E 66, 016125 (2002); [pdf].
  34. Yang Zhang, Haijun Zhou, Zhong-Can Ou-Yang, Stretching single-stranded DNA: Interplay of electrostatic, base-pairing, and basepair stacking interactions, Biophysical Journal 81, 1133-1143 (2001); [pdf].
  35. Haijun Zhou, Yang Zhang, Pulling hairpinned polynucleotide chains: Does base-pair stacking interaction matter?, Journal of Chemical Physics 114, 8694-8700 (2001).
  36. Haijun Zhou, Yang Zhang, Zhong-Can Ou-Yang, Stretch-induced hairpin-coil transitions in designed polynucleotide chains, Physical Review Letters 86, 356-359 (2001); [pdf].
  37. Haijun Zhou, Yang Zhang, Zhong-Can Ou-Yang, S. M. Lindsay, Xi-Z. Feng, P. Balagurumoorthy, R. E. Harrington, Journal of Molecular Biology 306, 227-238  (2001); [pdf].
  38. Haijun Zhou, Yang Zhang, Zhong-Can Ou-Yang, Elastic property of single double-stranded DNA molecules: Theoretical study and comparison with experiments, Physical Review E 62, 1045-1058 (2000); [pdf].
  39. Yang Zhang, Haijun Zhou, Zhong-Can Ou-Yang, Monte Carlo implementation of supercoiled double-stranded DNA, Biophysical Journal 78, 1979-1987 (2000).
  40. Haijun Zhou, Zhong-Can Ou-Yang, Can pulling induce right- to left-handed structural transitions in negatively supercoiled DNA double-helix?, Modern Physics Letters B 13, 999-1003 (1999).
  41. Haijun Zhou, Yang Zhang, Zhong-Can Ou-Yang, Bending and base-stacking interactions in double-stranded DNA, Physical Review Letters 82, 4560-4563  (1999); [pdf].
  42. Haijun Zhou, Zhong-Can Ou-Yang, Spontaneous curvature-induced dynamical instability of Kirkchhoff filaments: Application to DNA kink deformations, Journal of Chemical Physics 110, 1247-1251 (1999).
  43. Wei Zhao, Haijun Zhou, Zhong-Can Ou-Yang, Kink instability in circular DNA studied as Helfrich chiral chains, Physical Review E 58, 8040-8043 (1998).
  44. Haijun Zhou, Zhong-Can Ou-Yang, Theory on quench-induced pattern formation: Application to the isotropic to smectic-A phase transitions, Physical Review E 58, 5909-5913 (1998).
  45. Haijun Zhou, Zhong-Can Ou-Yang, Bending and twisting elasticity: A revised Marko-Siggia model on DNA chirality, Physical Review E 58, 4816-4819 (1998).
  46. 周海军，孔繁梅，超对称量子力学中一维形状不变势与严格解，南开大学学报（自然科学版），1997年03期，56-60.


Book Chapters

  1. 周海军，柳飞，统计物理与复杂系统理论，《物理学学科发展报告2007-2008》(中国科学技术学会主编，中国物理学会编著，中国科学技术出版社，北京，2008)，pp. 166-178.
  2. Haijun Zhou, Structural transitions in biopolymers: From DNA to protein to spider silk, in "Proceedings of the 2nd International Symposium on Frontiers of Applied Mathematics" (Tsinghua University, Beijing 8-9 June 2006), edited by Din-Yu Hsieh, Meirong Zhang, and Weitao Sun (World Scientific, Singapore, 2007), pp 77-94; [pdf].
  3. Haijun Zhou, Yang Zhang, Zhong-Can Ou-Yang, Theoretical and computational treatment of DNA and RNA molecules, in "Handbook of Theoretical and Computational Nanotechnology", edited by M. Rieth and W. Schommers (American Scientific Publishers, California, 2006), volume 6, pp. 419-487; [pdf].
  4. 黎明，柳飞，周海军，欧阳钟灿，单分子弹性理论，《生命科学中的单分子行为及细胞内实时检测》（陈宜张、林其谁主编，科学出版社，北京，2005），pp. 337-357.


Misc

  1. 周海军，统计物理与复杂系统，物理教学探讨 27（04上半月），1-4 （2009）.
  2. Haijun Zhou, Efficiency of local majority-rule dynamics on scale-free networks, AAPPS Bulletin 16 (03), 11-18  (2006); [pdf].
  3. 周海军，长程阻错的统计物理理论，物理 35 (03), 193-196 (2006); [pdf].
  4. Haijun Zhou, Yang Zhang, Zhong-Can Ou-Yang, Elastic theories of single DNA molecules, Physica A 306, 359-367 (2002)  [Invited talk given by Prof. Ou-Yang at STATPHYS-21, Cancun, Mexico, July 15-21, 2001].