U.S.-Japan Joint Seminar: Finite and Infinite Dimensional Dynamical Systems/July 1989/Kyoto, Japan

该奖项将支持一个关于“有限和无限维”的研讨会 由格鲁吉亚的Shui-Nee Chow教授主办的“动力系统” 技术研究所教授、东京大学教授久也增田 东京 与会者将于1989年7月17日至21日在日本京都举行会议 交流近期研究成果，促进未来联合研究 项目 研讨会将主要讨论部分和普通 微分方程作为有限和无限上的动力系统 维度空间 这种最近的方法已被应用于 一些重要的制度，但这种理论基础， 应用还相对原始。 这一多学科研讨会将汇集研究人员在这样的 经典的常微分方程和偏微分方程， 抽象遍历理论和动力系统，以及映射理论; 也是实验者。 讨论将集中在一般方法上 到动力系统，行波的处理，湍流， 混沌，以及气体和流体动力学中的问题。 这些讨论可能 对开发新的高效的 流体机械系统的模拟方法。

This award will support a seminar on "Finite and Infinite Dimensional Dynamical Systems," organized by Prof. Shui-Nee Chow of the Georgia Institute of Technology and Prof. Kyuya Masuda of the University of Tokyo. Participants will meet in Kyoto, Japan, on July 17-21, 1989 to exchange recent research results and promote future joint research projects. The seminar will deal primarily with partial and ordinary differential equations as dynamical systems on finite- and infinite- dimensional spaces. This fairly recent approach has been applied to certain important systems, but the theoretical basis for such application is as yet relatively primitive. This multidisciplinary seminar will bring together researchers in such areas as classical ordinary and partial differential equations, abstract ergodic theory and dynamical systems, and map theory; as well as experimentalists. Discussion will center on general approaches to dynamical systems, treatment of traveling waves, turbulence, chaos, and problems in gas and fluid dynamics. These discussions may have important implications for the development of new and efficient simulation methods for fluidmechanical systems.