Mathematical Sciences: 1995 AMS Summer Research Institute

数学科学：1995 AMS 夏季研究所

• 批准号: 9414979
• 负责人: Samuel Rankin
• 金额: $ 12.26万
• 依托单位: American Mathematical Society
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 1995
• 资助国家: 美国
• 起止时间: 1995-04-01 至 1996-09-30
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=9414979&HistoricalAwards=false
• 关键词: Mathematical; Sciences; 1995; AMS; Summer

9414979 Rankin The American Mathematical Society requests a grant in the amount of $122,573 to support a mathematical research institute during the summer of 1995. The proposed institute will be the forty-second in a series planned with the purpose of bringing together a group of mathematicians interested in a particular field of mathematical research. Emphasis is placed on instruction at every high level with seminars and lectures by distinguished mathematicians in related fields, to promote interaction between participants while broadening their mathematical perspectives. "Algebraic Geometry" has been selected as the topic of the 1995 Summer Research Institute by the 1993 AMS Committee on Summer Institutes and Special Symposia. Members of the Organizing Committee for the proposed 1995 Summer Research Institute on "Algebraic Geometry" are: Henri Gillet, Janos Kollar, Robert Lazarfeld, Robert Mcpherson, David Morrison and Y.-T. Siu. The 1995 Institute will be held at a location in the western United States. The Society will be responsible for making suitable arrangements for lecture and seminar rooms and for the handling of local administrative matters. The institute is expected to be held during a three-week period in July/August, 1995.

小兰金9414979 美国数学学会要求在1995年夏天提供122，573美元的赠款，以支持一个数学研究所。 拟议中的研究所将是一系列计划中的第四十二个，目的是汇集一批对特定数学研究领域感兴趣的数学家。 重点放在教学在每一个高层次的研讨会和讲座由著名的数学家在相关领域，以促进参与者之间的互动，同时扩大他们的数学观点。“代数几何”已被1993年AMS暑期研究所和特别研讨会委员会选为1995年暑期研究所的主题。 拟议的1995年夏季“代数几何”研究所的组织委员会成员是：Henri Gillet、Janos Kollar、Robert Lazarfeld、Robert麦克弗森、大卫、莫里森和Y. T.萧1995年的讲习班将在美国西部的一个地点举行。 协会将负责为演讲和研讨会室作出适当安排，并负责处理当地的行政事务。 预计研讨会将于1995年7月/8月举行，为期三周。