Conference: IHES 2023 Summer School: Recent advances in algebraic K-theory

美国国家科学基金会（NSF）的这一奖项将于2023年7月在法国巴黎附近的IHES参加一个暑期学校，为早期的美国数学家提供支持。暑期班名为代数k理论的最新进展（2023年7月10日至21日）。该提案包括对来自美国各地的研究生和初级职业数学家进行专业培训。在过去几年中，在美国举行了几次关于这些主题的讲习班。暑期学校将是学生和博士后接触新技术和新思想，建立新的合作关系，并了解该领域最新技术的新问题的关键机会。该计划将涵盖k理论和p进上同调理论的各种主题，围绕与对子上同调和代数k理论相关的新动机过滤的相互作用的主题。这包括传统的主题，如k理论中的切除和下降问题，但也包括新兴的主题，如Selmer k理论和凝聚框架中刚性解析空间的k理论。关于学校的更多信息可以在https://indico.math.cnrs.fr/event/8837/.This上找到，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 NSF award provides support for early career U.S. based mathematicians to attend a summer school at the IHES near Paris, France in July 2023. The summer school is called Recent Advances in Algebraic K-theory (July 10-21, 2023). The proposal includes professional training for graduate students and junior career mathematicians from throughout the United States. Few workshops on these topics have been held in the United States in the past few years. The summer school will be a critical opportunity for students and postdocs to be exposed to new techniques and ideas, to forge new collaborations, and to learn about new questions at the state-of-the-art of the field.The program will cover a diverse mixture of topics from K-theory and p-adic cohomology theory, centered around the theme of the interaction of new motivic filtrations related to syntomic cohomology and algebraic K-theory. This includes traditional topics, such as excision and the question of descent in K-theory, but also emerging topics such as Selmer K-theory and the K-theory of rigid analytic spaces in the condensed framework. Further information about the school can be found at https://indico.math.cnrs.fr/event/8837/.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.