Mathematical Sciences/GIG: Postdoctural Program - Courant Institute

数学科学/GIG：博士后项目 - Courant Institute

• 批准号: 9631832
• 负责人: David McLaughlin
• 金额: $ 40.32万
• 依托单位: New York University
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 1996
• 资助国家: 美国
• 起止时间: 1996-09-01 至 2001-08-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=9631832&HistoricalAwards=false
• 关键词: Mathematical; Sciences; GIG; Postdoctural; Program

This GIG Award will provide additional NSF support for the advanced training of postdoctoral visitors at the Courant Institute of Mathematical Sciences. It will provide funding for four new positions, bringing the program to a total of eight postdoctoral visitors per year. New York University has committed itself to the success of the program by making substantial cost sharing contributions. The Courant Postdoctoral Program is now in its 39th year and continues to be the starting point for many successful careers in the mathematical sciences. The postdocs who choose to visist the Courant Institute benefit from the Institute's large and high quality permanent faculty with specialties in overlapping area throughout pure and applied mathematics, a tradition of interdisciplinary work and collaborative research, and our unique location -- New York City. The program involves intense collaborations between permanent faculty and postdocs, in areas of research that span an unusually broad range of the mathematical sciences, ranging from pure mathematics, to applied mathematics, to scientific computation. Several recent enhancements of the program include an advanced literature seminar, a yearly selection of special topics for a program of interdisciplinary seminars and workshops, a systematic approach to mentoring, and opportunities for interdisciplinary research and innovative teaching.

这一GIG奖将为库兰特数学科学研究所博士后访客的高级培训提供额外的NSF支持。它将为四个新职位提供资金，使该项目每年总共有8名博士后访客。纽约大学致力于该项目的成功，做出了大量的费用分担贡献。柯兰特博士后项目现已进入第39个年头，它将继续成为数学科学领域许多成功职业的起点。选择访问库兰特研究所的博士后受益于该研究所庞大而高质量的常设教员，他们在理论数学和应用数学领域拥有重叠领域的专业知识，跨学科工作和合作研究的传统，以及我们独特的地理位置--纽约市。该项目涉及永久教员和博士后之间的密切合作，研究领域涉及数学科学的异常广泛，从纯数学到应用数学，再到科学计算。该计划最近的几项改进包括高级文学研讨会、每年为跨学科研讨会和研讨会计划挑选专题、系统的指导方法以及跨学科研究和创新教学的机会。