Seventh Annual KUMUNU-ISU Conference in Partial Differential Equations, Dynamical Systems, and Applications

该项目旨在汇集资深和早期职业研究人员，包括研究生和博士后学者，参加第七届“KUMUNU-ISU PDEs，动力系统和应用会议”。KUMUNU-ISU历来都是每年举办一次地区性周末会议，由堪萨斯大学、密苏里-哥伦比亚大学、内布拉斯加-林肯大学和爱荷华州立大学轮流举办。第七届KUMUNU-ISU会议将于2023年4月22日至23日在爱荷华州立大学举行。本次会议的目标是：(i)为不同群体的知名研究人员提供一个机会，以传播他们在应用数学和偏微分方程（PDE）方面的最新成果；（ii）促进所有与会者之间的互动和思想交流。本项目旨在对参与的研究生、博士后和早期职业教师的教育和研究项目产生积极影响。特别是，组织者将尽最大努力鼓励女性和/或来自STEM中代表性不足群体的研究人员参与。本次会议将提供一个有益科学的平台，展示以下方面的最新发展：(i)对控制流体和流体-结构相互作用的PDE进行数学和数值分析；（ii）一般无限维动力系统的定性性质；(3)耦合抛物线/双曲演化方程的分析。这个项目的目的是，KUMUNU-ISU会议将促进互利的互动，并可能在参与者之间建立新的研究合作，包括高级和初级研究人员，他们通常没有太多机会在各自的研究圈子之外分享他们的观点。该奖项反映了NSF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 project aims to bring together senior and early career researchers, including graduate students and postdoctoral scholars, in the 7th series of the “KUMUNU-ISU Conference on PDEs, Dynamical systems, and Applications". KUMUNU-ISU has historically been organized as an annual regional weekend Meeting alternating between the University of Kansas, the University of Missouri-Columbia, the University of Nebraska-Lincoln and Iowa State University. The 7th KUMUNU-ISU Conference will be held at Iowa State University (ISU) April 22-23, 2023. The goals of this conference are: (i) to provide an opportunity for a diverse group of well-regarded researchers to disseminate their recent results in applied mathematics and partial differential equations (PDE); (ii) to facilitate the interaction and exchange of ideas among all conference participants. This project intends to positively impact the educational and research programs of the participating graduate students, postdocs and early career faculty. In particular, the organizers will make a great effort to encourage the participation of researchers who are female and/or from underrepresented groups in STEM.This Conference will provide a scientifically profitable platform for showcasing recent developments in: (i) the mathematical and numerical analysis of the PDE’s which govern fluid and fluid-structure interactions; (ii) the qualitative properties of general infinite dimensional dynamical systems; (iii) the analysis of coupled parabolic/hyperbolic evolution equations. This project intends that the KUMUNU-ISU Meeting will facilitate mutually beneficial interaction and possibly forge new research collaborations amongst the participants – senior and junior researchers alike – who might generally not have large opportunity to share their views outside their respective research circles. The Conference website is https://faculty.sites.iastate.edu/peling/7th-kumunu-isu-conference-pde-dynamical-systems-and-applications.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.