Summer School and Conferenceon the Arithmetic, Geometry and Topology of Algebraic Cycles; June 15-July 7, 2003; Morelia, Mexico

2003年6月15日至7月7日，在墨西哥莫雷利亚将举办一场关于“代数循环的算术、几何和拓扑”的暑期学校和研讨会。前两周将包括一系列入门讲座，从代数、几何和拓扑的角度介绍代数循环研究的最新进展和动机。该领域的主要问题（霍奇猜想、泰特猜想、动力问题）的现状也将被涵盖。最后一周将是一个研究级别的会议，围绕该主题的最新发展。这项资助的主要目的是为研究生和年轻博士后提供旅行和生活支持，特别是女性和少数民族。第二个优先事项是在没有其他赠款支持的情况下支持美国参与者。2003年6月15日至7月7日，在墨西哥莫雷利亚将举办一场关于“代数循环的算术、几何和拓扑”的暑期学校和研讨会。“这是数学的一个跨学科分支，在过去几年里取得了实质性的发展。头两周将包括一系列介绍性讲座，主要目的是培训年轻的研究人员。为了加强这些讲座中提出的思想和方法，第三周将围绕该主题的最新发展进行研究级别的会议。这项资助的主要目的是为研究生和年轻博士后提供旅行和生活支持，特别是女性和少数民族。第二个优先事项是在没有其他赠款支持的情况下支持美国参与者。该基金由数学科学部和国际科学与工程办公室联合支持。

From June 15 to July 7, 2003, there will be a Summer School and Conference in Morelia, Mexico on ``The Arithmetic, Geometry and Topology of Algebraic Cycles.'' The first two weeks will consist of a series of introductory lectures, covering recent developments in the study of algebraic cycles and motives from the algebraic, geometric, and topological points of view. The status of the main problems in the field (Hodge conjecture, Tate conjecture, motivic problems) will also be covered. The final week will be a research level conference centered around the latest developments in the subject. The primary purpose of this grant is to provide travel and subsistence support for graduate students and young postdoctoral people, especially women and underrepresented minorities. A second priority is to support U.S. participants without other grant support.From June 15 to July 7, 2003, there will be a Summer School and Conference in Morelia, Mexico on ``The Arithmetic, Geometry and Topology of Algebraic Cycles.'' This is an interdisciplinary branch of mathematics which has seen substantial development in the last few years. The first two weeks will consist of a series of introductory lectures, primarily aimed at training young researchers. To reinforce the ideas and methods presented in these lectures, the third week will be a research level conference centered around the latest developments in the subject. The primary purpose of this grant is to provide travel and subsistence support for graduate students and young postdoctoralpeople, especially women and underrepresented minorities. A second priority is to support U.S. participants without other grant support. This grant is supported jointly by the Division of Mathematical Sciences and the Office of International Science and Engineering.