Dynamical Systems and Ergodic Theory Conference

该奖项支持参加由伯明翰亚拉巴马大学数学系主办的“动力系统和遍历理论会议”，2015年5月18日至20日。动力系统、遍历理论和概率论是现代数学处理复杂系统及其随时间发展的重要领域。通过观察和分析这种发展的模式，动力系统和遍历理论通常允许人们描述系统的稳定状态，预测系统中的变化，并评估它们的可能性。与概率模型的联系通常有助于实现这些目标。会议将汇集高级和初级研究人员，他们将接触到该领域的最新成果，并将参加富有成效的科学交流。这将创造一个真正的协同效应，进一步推动我们对数学的理解，并导致新的发现。会议的特点介绍领导人在动力系统，遍历理论，以及他们的接口与概率论。本次会议将通过最近的结果，以包括研究生和最近的博士广泛的观众沟通推进知识。接受者，以及在数学科学中没有很好代表的群体的成员。会议的一个重要贡献是为初级与会者提供了向这一领域的国际领导人介绍其工作的特殊机会。会议网址：people.cas.uab.edu/~ablokh/Chernov-conference-2015

This award supports participation in the "Dynamical Systems and Ergodic Theory Conference" hosted by the Department of Mathematics of the University of Alabama at Birmingham, May 18 - 20, 2015. Dynamical systems, ergodic theory, and probability are important fields of modern mathematics dealing with complicated systems and their development over time. By noticing and analyzing patterns of such developments, dynamical systems and ergodic theory often allow one to describe stable states of a system, predict changes in a system, and assess their likelihood. The connection to probabilistic models often aids in these goals. The conference will bring together senior and junior researchers who will be exposed to the most recent results in the field and will participate in fruitful scientific exchanges. This will create a true synergy, push the bounds of our understanding of mathematics further, and lead to new discoveries. The meeting features presentations by leaders in dynamical systems, ergodic theory, and their interface with probability theory. This conference will advance knowledge through communication of recent results to a wide audience that includes graduate students and recent Ph.D. recipients, as well as members of groups that are not well represented in the mathematical sciences. An important contribution of the conference is the special opportunities afforded to junior participants to present their work to the international leaders in this area. Conference web site: people.cas.uab.edu/~ablokh/Chernov-conference-2015