本书从动力学出发讨论了平衡态和非平衡态统计物理的基本问题及与此密切相关的一些重要应用，介绍了这一领域的重要研究成果。全书共5章，另附三个附录，具体包括非线性系统的动力学与混沌、从动力学到平衡统计物理、少体系统的非平衡涨落理论与自由能关系、非线性系统的热传导与动力学、分子马达动力学与合作定向输运。附录包括张量与黎曼几何初步、布朗粒子在势场中的逃逸与跃迁、分数阶微积分简介。
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