Conference on Statistical Properties of Nonequilibrium Dynamical Systems

非平衡动力系统统计性质会议将于2016年8月1日至8月5日在中国科学院数学与系统科学研究院（AMSS）举行。会议将是一个综合的合作研究计划，旨在显著提高我们对物理起源动力系统统计特性的理解。会议主题以平衡和非平衡物理系统为中心，并应用于气体理论、流体混合、扩散和输运现象。它们涉及新的系统类别和分析方法，它们有可能在我们对某些一般类型的随机和确定性动力系统的理解方面产生重大进展。会议的目标是将来自世界各地的优秀研究人员聚集在一起，讨论新的研究成果，探索新的思想和强大的新的数学工具，以加深我们对非平衡系统和经典统计物理的动力学基础的理论理解。这一领域的进展将大大提高我们对物理系统的概念理解和预测其行为的能力。虽然在参与者的子集之间进行了成功的合作，但会议将为这些国际研究人员提供聚集和面对面讨论的宝贵机会。组织者将借此机会鼓励更多的年轻研究人员和初级教师从事动力系统和相关研究课题。会议网页为：http://people.math.umass.edu/~hongkun/conference2016.html

The Conference on Statistical Properties of Nonequilibrium Dynamical Systems will be held from August 1 through August 5, 2016, at the Academy of Mathematics and Systems Science (AMSS) of the Chinese Academy of Sciences, in Beijing China. The conference will be an integrated, collaborative research program aimed to significantly increase our understanding of the statistical properties of dynamical systems of physical origin. The conference topics are central to equilibrium and non-equilibrium physical systems, with applications to the theory of gases, mixing of fluids, diffusion and transport phenomena. They involve novel classes of systems and methods of analysis which have the potential to produce significant progress in our understanding of certain general types of stochastic and deterministic dynamical systems. The goal of the conference is to bring together an excellent group of researchers from around the world to discuss new research results, explore new ideas and powerful new mathematical tools to deepen our theoretical understanding of the dynamical underpinnings of non-equilibrium systems and classical statistical physics. Progress in this area would significantly improve both our conceptual understanding of physical systems and our ability to predict their behavior. While successful collaborations have taken place among subsets of the participants, the conference will provide a valuable opportunity for these international researchers to gather and have face to face discussions. The organizers will take the opportunity to encourage more young researchers and junior faculties to work on dynamical systems and related research topics. The conference webpage is: http://people.math.umass.edu/~hongkun/conference2016.html