Moduli Spaces and Arithmetic Geometry; Lorentz Center, Leiden, The Netherlands; November 9-13, 2015

这是一个奖项，以支持美国参与为期一周的研讨会，从11/09/2015到11/13/2015，题为“模空间和算术几何”，这将是由莱顿的洛伦兹中心主办。本次研讨会将展出许多当前令人兴奋的算术代数几何发展，由最高水平的领先专家提出;例如，在16位确认的受邀演讲者中，有两位是菲尔兹奖获得者。该项目旨在激发不同领域和不同年龄段的参与者之间的互动，以便他们能够集思广益，相互激励，以取得进一步的进展。研讨会将包括两个迷你系列，每个系列四个讲座，分别关于Andre-Oort猜想和K3曲面，近年来取得了重大突破。例如，O-极小性的概念，一个来自数学逻辑的概念，是导致安德烈-奥尔特猜想最近突破的新输入。除了八个专题讲座将有十个讲座由顶尖专家在算术几何的一般领域，加上两个座谈会式的讲座，旨在更广泛的观众。在为期五天的研讨会中，有四天将专门为早期职业研究人员举办问答环节，以促进年轻参与者之间的互动，并帮助他们就他们感兴趣的主题与专家取得联系。研讨会网站是www.lorentzcenter.nl/lc/web/2015/736/info.php3? wsid=736 venue=Oort.

This is an award to support US involvement in a week-long workshop, from 11/09/2015 to 11/13/2015, titled "Moduli Spaces and Arithmetic Geometry," which will be hosted by the Lorentz Center in Leiden. This workshop will feature many of the current, exciting developments in arithmetic algebraic geometry, presented by leading experts of the highest level; for instance among the 16 confirmed invited speakers are two Fields medalists. The program is designed to stimulate interaction between participants in diverse areas and of different generations, so that they can brainstorm and stimulate each other for further progress.The workshop will feature two miniseries with four lectures each, on Andre-Oort conjecture and K3 surfaces respectively, where major breakthroughs have taken place in recent years. For instance the notion of o-minimality, a concept from mathematical logic, is the new input which led to the recent breakthrough in the Andre-Oort conjecture. In addition to the eight thematic talks there will be ten lectures by top experts in the general area of arithmetic geometry, plus two colloquium-style lectures aimed at a wider audience. There will also be Q&A sessions in four of the five days of the workshop, exclusively for early-career researchers, to stimulate interactions among the younger participants, and to help them to get in touch with experts on topics that are of interest for them.The workshop website is www.lorentzcenter.nl/lc/web/2015/736/info.php3?wsid=736&venue=Oort.