Conference: Number Theory and Combinatorics in Duluth

杜卢斯会议的数论和组合学将于2023年7月31日至8月4日在明尼苏达大学杜卢斯举行。本次会议的目标是汇集所有职业阶段的人，从学生到国际公认的专家，他们正在从各种重叠的角度研究组合学和数论的主题。本次会议将邀请在各自领域前沿工作的研究人员进行演讲，并提供演讲和5分钟的闪电演讲，这将使每个参与者都能发言。特别鼓励来自代表性不足的人口统计学家，早期职业研究人员和来自非R1机构的研究人员参加，以确保广泛的知识和观点交流。组合数学和数论在历史上以各种方式相互联系，并在回答许多经典问题和引领新的研究方向方面发挥着核心作用。例子包括高斯圆问题，生成函数，表示整数的平方和雅可比公式，分区功能，和工作的拉马努金。近年来，这些联系尤其突出，特别是由于广泛使用一个领域的工具，使另一个领域受益。这次会议将汇集各种各样的研究人员，会议的形式旨在让所有与会者有机会发言，以促进思想交流和鼓励合作。会议网站可在https://sites.google.com/d.umn.edu/gallianfest/home.This上找到。会议由代数、数论和组合学项目支持。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 Number Theory and Combinatorics in Duluth Conference will be held at the University of Minnesota, Duluth, from July 31 to August 4, 2023. The goal of this conference is to bring together people of all career stages, from students to internationally recognized experts, who are studying topics in combinatorics and number theory from various overlapping perspectives. This conference will feature invited talks by researchers working at the forefront of their fields as well as contributed talks and 5-minute lightning talk sessions, which will enable every participant to speak. Mathematicians from underrepresented demographics, early career researchers, and researchers from non-R1 institutions are especially encouraged to attend to ensure a broad exchange of knowledge and perspectives.Combinatorics and number theory have been historically interconnected in a variety of ways and have been central in both answering many classical questions and leading to new research directions. Examples include the Gauss circle problem, generating functions, representations of integers as sums of squares and Jacobi's formulas, the partition function, and the work of Ramanujan. These connections have been especially prominent in recent years, particularly due to the extensive use of tools from one area to the benefit of the other. This conference will bring together a wide variety of researchers, and the format of the conference has been designed to give all participants the opportunity to speak to facilitate the exchange of ideas and to encourage collaboration. The conference website can be found at https://sites.google.com/d.umn.edu/gallianfest/home.This conference is supported by the Algebra and Number Theory and Combinatorics programs.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.