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[1] Liggett T M. Stochastic Interacting Systems: Contact, Voter and Exclusion Processes. New York: Springer, 1999
[2] Kippnis C. Fluctuation des temps d'occupation d'un site dans l'exclusion simple symmetrique. Ann Inst H Poincare Probab Statist, 1987, 23: 21--35
[3] Kippnis C, Varadhan S R S. Central limit for additive functonals of reversible Markov process. Comm Math Phys, 1986, 104: 1--19
[4] Landim C, Yau H T. Flutuatuin-dissipation of asymmetric simple exclusion process. Probab Theory Related Fields, 1997, 108: 321--356
[5] Prahofer M, Spohn H. Current Fluctuation for the Total Asymmetric Simple Exclusion Process. In and out of
Equilibrium: Probability with a Physics Flavor. Boston: Birhauser, 2002: 185--204
[6] Landim C, Olla S, Varadhan S R S. Symmetric simple exclusion process: regularity of the self-diffusion
coefficient. Commun Math Phys, 2001, 224: 307--321
[7] Landim C, Olla S, Varadhan S R S. Asymptotic behavor of a tagged particle in simple exclusion processes. Bol Soc Bras, 2000, 31: 241--275
[8] Seppalainen T, Sethuraman S. Transience of second-class particle and diffusion bounds for additive functonals in one-dimension asymmetric exclusion process. Ann Probab, 2003, 31: 148--169
[9] Sethuraman S. Central limit theorems for additive functionals of simple exclusion process. Ann Probab, 2000, 28: 277--302
[10] Sethuraman S. An equivalance of H1 norms for the simple exclusion process. Ann Probab, 2003, 31: 35--62
[11] Sethuraman S, Varadhan S R S, Yau H T. Diffusive limit of a tagged particle in asymmetric simple exclusion
process. Comm Pure Appl Math, 2000, 53: 972--1006
[12] Varadhan S R S. Self-diffusion of a tagged particle in equilibrium for asymmetric mean zero random walk with simpke exclusion. Ann Inst H Poincare Probab Statist, 1995, 31: 273--285
[13] Yau H T. $(\log t)^{2/3}$ law of the two dimensional asymmetric simple exclusion procss. Ann of Math, 2002, 159: 377--405
[14] Bernadin C. Fluctuation in the accupation time of a site in the asymmetric simple exclusion process. Ann Probab, 2004, 32: 855--879
[15] Sadda E. A limit theorem for the position of a tagged particle in a simple exclusion process. Ann Probab, 1987, 15: 375--381
[16] Rost H, Vares M E. Hydrodynamics of a one dimensional nearest neighbor model. Contemp Math, 1985, 41: 329--342
[17] Kipnis C, Ladim. Scaling Limits of Interacting Particle Systems. Grundehren de Mathematischen Wissenschafen. Belin: Springer-Verlag, 1999
[18] Landim C, Quastel J, Salmhofer M, Yau H T. Supperdiffusivity of asymmetric exclusion process in dimensions one and two. Comm Math Phys, 2004, 244: 455--481
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