Syzygies in Berlin

柏林的 Syzygies

• 批准号: 1244041
• 负责人: Henry Schenck
• 金额: $ 2.14万
• 依托单位: University of Illinois at Urbana-Champaign
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2013
• 资助国家: 美国
• 起止时间: 2013-05-01 至 2015-04-30
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1244041&HistoricalAwards=false
• 关键词: Syzygies; Berlin

The workshop "Syzygies in Berlin" will take place in Berlin, Germany on May 27-31, 2013 and will bring together early-stage and senior mathematicians to study classical results and open problems surrounding free resolutions, regularity, and syzygies. This classical area has undergone a renaissance in the past decade, aided in large part by computer algebra calculations, especially with the NSF funded computer algebra package Macaulay2. The workshop's will center around a trio of short courses, led by D. Eisenbud (Berkeley), H. Schenck (Urbana-Champaign), and F.-O. Schreyer (Saarlandes). These leading experts are also well known for their enthusiasm and effectiveness as teachers. In addition to the short courses above, three invited lectures will highlight recent developments in the field. Potential speakers for these lectures are: Christine Berkesch (Duke University), Diane Maclagan (Warwick University, England), and Irena Peeva (Cornell University).This workshop will bring together young researchers and senior leaders in the field of algebraic geometry. Algebraic geometry is a field which studies the interplay between polynomial equations and the geometric objects which constitute the solutions to the equations: a familiar example might be the equation y=x^2, whose set of solutions forms a parabola in the plane. The field of algebraic geometry plays a prominent role in both pure and applied mathematics, appearing in problems ranging from the purely theoretical (string theory) to applied (signal processing, geometric modeling and computer aided design). The NSF funding for the proposal matches support provided by the German Mathematical Association, and provides travel support for ten Ph.D. students and postdocs, as well as support for lodging for fifteen participants, as well as travel and lodging support for two of the invited lecturers. Additional information can be found on the conference website: http://syzygies.math.fu-berlin.de

研讨会“合之于柏林”将于2013年5月27日至31日在德国的柏林举行，并将汇集早期和高级数学家，研究经典的结果和开放的问题，围绕自由决议，规律性和合之。在过去的十年中，这一经典领域经历了复兴，在很大程度上得益于计算机代数计算，特别是NSF资助的计算机代数包Macaulay 2。研讨会将围绕三个短期课程，由D。Eisenbud（Berkeley），H. Schenck（Urbana-Champaign），and F.- O. Schreyer（Saarlandes）.这些顶尖的专家也以他们作为教师的热情和效率而闻名。除了上述短期课程外，三个特邀讲座将重点介绍该领域的最新发展。这些讲座的潜在演讲者是：克莉丝汀伯克施（杜克大学），黛安麦克拉根（沃里克大学，英格兰），和伊雷娜Peeva（康奈尔大学）。这个研讨会将汇集在代数几何领域的年轻研究人员和高级领导人。代数几何是研究多项式方程和构成方程解的几何对象之间相互作用的领域：一个熟悉的例子可能是方程y=x^2，其解集在平面上形成抛物线。代数几何领域在纯数学和应用数学中都扮演着重要的角色，出现在从纯理论（弦理论）到应用（信号处理，几何建模和计算机辅助设计）的问题中。美国国家科学基金会为该提案提供的资金与德国数学协会提供的支持相匹配，并为10名博士提供旅行支持。学生和博士后，以及为15名参与者提供住宿支持，以及为两名受邀讲师提供旅行和住宿支持。 更多信息可以在会议网站上找到：http://syzygies.math.fu-berlin.de