Midwest Dynamical Systems Conferences 2019-2020

该奖项支持参加2019年秋季和2020年秋季的中西部动力系统研讨会。2019年研讨会将于2019年10月25日至27日在伊利诺伊大学芝加哥分校举行。2020年研讨会将由另一个区域学术机构主办，该机构在动力系统研究方面有一个活跃的项目；2020年的主办机构将由会议的科学顾问委员会在2019年选出。中西部动力系统研讨会是一个持续的教育经验，为研究生和车辆支持新的研究人员的研究事业。该奖项给予职业生涯早期的研究人员、未被充分代表的研究人员以及没有其他支持来源的研究人员参加会议的机会。研讨会的重点是动力系统领域的最新发展。2019年会议将讨论几个重要的主题，包括但不限于算术动力学、全纯动力学、抛物动力学、热力学形式主义、符号动力学、遍历拉姆齐理论和刚性现象。动力系统与其他科学领域之间的联系也将被涵盖，可能包括理论物理、统计力学、电子工程、信息论、经济学、博弈论、投票理论和流行病学。更多的信息可以在研讨会的网站http://sites.math.northwestern.edu/mwds/This上找到，该奖项反映了美国国家科学基金会的法定使命，并通过使用基金会的知识价值和更广泛的影响审查标准进行评估，被认为值得支持。

This award supports participation in the Midwest Dynamical Systems Workshops in Fall 2019 and Fall 2020. The 2019 Workshop will be held at the University of Illinois, Chicago from October 25-27, 2019. The 2020 workshop will be hosted by another regional academic institution with an active program in dynamical systems research; the 2020 host institution will be selected by the conference's Scientific Advisory Board in 2019. The Midwest Dynamical Systems Workshop is an ongoing educational experience for graduate students and a vehicle for supporting the research careers of new researchers. This award gives early-career researchers, researchers who are members of underrepresented groups, and researchers without other sources of support the opportunity to participate in the conferences. The workshops focus on recent developments in the field of dynamical systems. Several important topics will be covered in the 2019 meeting, including but not restricted to arithmetic dynamics, holomorphic dynamics, parabolic dynamics, thermodynamic formalism, symbolic dynamics, ergodic Ramsey theory, and rigidity phenomena. Connections between dynamical systems and other areas of science will also be covered, potentially including theoretical physics, statistical mechanics, electrical engineering, information theory, economics, game theory, voting theory, and epidemiology. More information can be found on the workshop web site http://sites.math.northwestern.edu/mwds/This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.