Conference: Permutation Patterns 2023 and 2024

第19届排列模式国际会议将于2023年7月3日至7日在法国第戎戎的勃艮第大学举行。 第20届排列模式国际会议将于2024年6月在位于ID州莫斯科的爱达荷州大学举行。这些会议是自2003年以来每年举行的一系列关于排列模式的年度会议的一部分（在新冠肺炎大流行期间有虚拟替代品），主要在北美和欧洲的许多不同机构之间轮流举行。每年的会议有两次全体会议和大约35个贡献的演讲，都给研究人员提供了展示和讨论他们的结果的机会，并给新来的研究者提供了一个广泛的视角。 会议为初级和高级研究人员以及来自世界各地的研究人员之间的合作提供了机会，并将留出时间供整个社区讨论开放的问题。 会议吸引了广泛的参与，包括大量妇女和主要来自本科院校的教师。 该奖项支持来自美国的学生和早期职业参与者参加会议。会议将以排列模式及其应用为特色。 排列模式是一个跨学科的领域，起源于理论计算机科学和组合学。 主要主题包括置换类的结构性质，从枚举和概率的角度来看，极值问题，算法和可判定性问题，以及自动定理证明和发现的渐近行为。 它还应用于数学和计算机科学的其他领域以及生物学。 会议系列的网站是http://permutationpatterns.com，有关2023年会议的具体信息可以在www.example.com上找到http://2023.permutationpatterns.comThis奖项反映了NSF的法定使命，并被认为值得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来支持。

The 19th International Conference on Permutation Patterns will be held July 3-7, 2023, at the University of Burgundy in Dijon, France. The 20th International Conference on Permutation Patterns will be held in June 2024, at the University of Idaho in Moscow, ID. These are part of a series of annual conferences on permutation patterns that have been held annually since 2003 (with virtual substitutes during the Covid pandemic), rotating mostly between many different institutions in North America and Europe. Each year the conference features two plenary talks and around thirty-five contributed talks, both giving researchers the opportunity to present and discuss their results and giving newcomers to the study of permutation patterns a broad perspective on the subject as a whole. The conference provides an opportunity for collaboration between junior and senior researchers as well as between researchers from all parts of the world, and there will be time set aside for open problems to be discussed by the entire community. The conference attracts broad participation, including significant numbers of women and of faculty from primarily undergraduate institutions. This award supports travel to the conferences by student and early career participants from the United States.The conferences will feature research on permutation patterns and their applications. Permutation patterns is an interdisciplinary area with roots in both theoretical computer science and combinatorics. Major themes include the structural properties of permutation classes, asymptotic behavior from both enumerative and probabilistic points of view, extremal questions, algorithmic and decidability questions, and automated theorem proving and discovery. There are applications to other areas of mathematics and computer science as well as to biology. The website for the conference series is http://permutationpatterns.com, and specific information about the 2023 conference can be found at http://2023.permutationpatterns.comThis 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.