Graduate Student Support for the 2010 Gene Golub Summer School in Italy

这笔赠款将支持美国的博士参与。学生在第一基因Golub SIAM暑期学校（G2 S3），这也是第二届国际暑期学校的数值线性代数（ISSNLA）。G2 S3 2010年将发生在法萨诺，意大利，在2010年6月7日至18日的两个星期。该ISSNLA是由SIAM线性代数活动组组织。当地组织由巴里大学和博洛尼亚大学的研究人员负责。ISSNLA的目的是使博士生熟悉应用数学的一个子领域“数值线性代数”的最新发展和新应用。通过设计，暑期学校是前瞻性的：课程涵盖的主题太近，没有被列入教科书或博士课程;这些主题包括非线性特征值问题，张量分析和计算。国际暑期学校的目标受众是需要数值线性代数的结果和方法的任何领域的博士生。 这些课程将是独立的，并在一个水平，是广泛的观众访问。他们将感兴趣的研究生在科学和工程。讲师是领先的专家，他们也以其精湛的技能而闻名。 他们是由一个由国际领先科学家组成的咨询委员会选出的。NSF对美国参与者的支持将对美国在这一关键学科中持续强大的竞争力产生积极影响，因为它与科学计算的几乎每个领域都有联系。

This grant will support the participation of US-based Ph.D. students at the first Gene Golub SIAM Summer School (G2S3), which is also the Second International Summer School on Numerical Linear Algebra (ISSNLA).The G2S3 2010 will take place in Fasano, Italy, during the two weeks of June 7-18, 2010.The ISSNLA is organized by the SIAM Activity Group on Linear Algebra. The local organization is in the hands of researchers from the Universities of Bari and Bologna. The purpose of the ISSNLA is to acquaint doctoral students with recent developments and novel applications in a subfield of Applied Mathematics called "Numerical Linear Algebra". By design, the summer school is forward-looking: the courses cover topicsthat are too recent to have been included in textbooks or doctoral courses; these topics include nonlinear eigenvalue problem, and tensor analysis and computations.The target audience of the International Summer School on Numerical Linear Algebra are doctoral students in any field that requires results and methods from Numerical Linear Algebra. The courses will be self contained, and taught at a level that is accessible to a wide audience. They will be of interest to graduate students in science and engineering. The lecturers are leading experts who are also well known for their expository skills. They were chosen by an Advisory Committee composed by leading international scientists.NSF support for US-based participants will have a positive impact on the continued strong competitiveness of the US in this crucial discipline, with its connections to virtually every area of scientific computing.