Conference: Symmetry and Geometry in South Florida

会议“对称性和几何学在南佛罗里达”将于2024年2月16日至18日在迈阿密的佛罗里达国际大学举行。这次会议将服务于美国东南部地区，特别是南佛罗里达，它将使与会者接触到黎曼几何的前沿研究。 组织者将围绕包容性原则组织会议，向妇女和代表性不足的群体宣传会议，以增加他们对会议的参与。会议将有各种各样的发言者，包括研究生，博士后和既定的研究人员。 对称性在微分几何的发展中是一个重要的工具;它被用来创建重要的例子和测试一般几何的特殊情况。虽然对称性是一种广泛使用的工具，但所涉及的技术在各个子领域中可能会有很大的不同。鉴于其特殊的性质，组织者将举办一个以对称为主题的会议。会议的目的是传播尖端技术和应用的群体行动从广泛的范围内的微分几何，包括光谱几何，曲率界限，齐次空间和几何流的子学科。会议还包括研究生和年轻研究人员的简短演讲，以展示他们的工作。sites.google.com/view/sgsf-2024/home-page? pli= 1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。

The conference “Symmetry and Geometry in South Florida” will take place at Florida International University, Miami, from February 16 to 18, 2024. This conference will serve the region of the southeastern United States, especially South Florida, and it will expose participants to cutting-edge research in Riemannian Geometry. Being organized around the principle of inclusiveness, the organizers will promote the conference to women and under-represented groups so as to increase their participation in the meeting. The meeting will feature a diverse array of speakers, including graduate students, postdocs, and established researchers. Symmetry has been an essential tool in the development of differential geometry; it has been used to create crucial examples and to test special cases of general conjectures. Although symmetry is a widely used tool, the techniques involved can look substantially different across sub-fields. Given its exceptional nature, the organizers will host a conference centered around the theme of symmetry. The meeting aims to disseminate cutting-edge techniques and applications of group actions from across a broad spectrum of sub-disciplines inside differential geometry, including spectral geometry, curvature bounds, homogeneous spaces, and geometric flows. The conference also includes shorter talks by graduate students and younger researchers to showcase their work.The link to the webpage to the conference ishttps://sites.google.com/view/sgsf-2024/home-page?pli=1This 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.