Early-Career and Student Support for the XIX Householder Symposium, June 8-13, 2014

该项目支持美国的早期职业科学家和博士生参加关于数值线性代数的第19届住户研讨会，这是一门数学学科，是科学和工程中许多计算方法的基础。研讨会将于2014年6月8日至13日在比利时斯帕举行。这是一个系列的第19个，以前被称为加特林堡研讨会，以创始人阿尔斯顿·S·休斯霍尔德的名字命名，他是数值线性代数的先驱之一。研讨会非常非正式，优先考虑早期职业研究人员和已有研究人员的交流。只有受到邀请才能出席，每位与会者都有机会发表演讲或海报。自2011年1月1日以来，第十五届数值线性代数最佳博士论文奖将被授予。该项目将确保美国机构中合格的博士生，以及2011年1月1日后获得博士学位并目前在美国工作的早期科学家。研讨会强调广泛的相关性，并包括以下主题的演讲：线性系统和特征值问题的Krylov空间方法，矩阵函数的计算，非线性特征值问题，张量算法和分析，区域分解和多层方法，结构化矩阵的算法，随机化算法，以及应用到：最优化，微分方程，信号和图像处理，控制理论，电子结构计算，数据分析，信息检索和工程。该项目的支持确保了来自美国院校的高素质应用数学博士生以及2011年1月1日后获得博士学位的美国早期职业科学家S的入学。该组织的支持将对美国在这一关键学科的持续强大竞争力产生积极影响，因为它与大量科学计算主题有关。参加过户主研讨会的早期职业研究人员的个人福利包括：来自知名研究人员的职业建议，提高社区的知名度，REU项目的想法，以及几个NSF资助的研究项目，这些项目直接来自于在户主研讨会上建立的合作或收到的建议。为与会者提供资金考虑到专题讨论会参与者的多样性。欲了解更多信息，请访问http://sites.uclouvain.be/HHXIX/。

This project supports the participation of USA-based early career scientists and Ph.D. students at the Householder Symposium XIX on Numerical Linear Algebra, a mathematical discipline that is the basis for many computational methods in science and engineering. The Symposium will take place on 8-13 June 2014, in Spa, Belgium. It is the nineteenth in a series, previously called the Gatlinburg Symposia, and named after the founder Alston S. Householder, one of the pioneers in numerical linear algebra. The Symposium is very informal, with the intermingling of early-career and established researchers a priority. Attendance is by invitation only, and each attendee is given the opportunity to present a talk or poster. The fifteenth Householder Award for the best Ph.D. thesis in numerical linear algebra since 1 January 2011 will be awarded. The project will ensure the attendance of well qualified Ph.D. students at US institutions, as well as early-career scientists who received their Ph.D. degree after 1 January 2011 and are currently working in the US. The Symposium places an emphasis on broad relevance, and includes presentations on the following topics: Krylov space methods for linear systems and eigenvalue problems, computation of matrix functions, nonlinear eigenvalue problems, tensor algorithms and analysis, domain decomposition and multilevel methods, algorithms for structured matrices, randomized algorithms; as well as applications to: Optimization, differential equations, signal and image processing, control theory, electronic structure calculations, data analysis, information retrieval, and engineering. The support of this project ensures the attendance of well qualified applied mathematics Ph.D. students from US institutions, as well as early US career scientists who received their Ph.D.'s after January 1, 2011. Support of this group will have a positive impact on the continued strong competitiveness of the US in this crucial discipline, with its connections to a large number of scientific computing topics. Individual benefits for early career researchers who have attended a Householder Symposium include: Career advice from established researchers, enhanced visibility in the community, ideas for REU programs, and several NSF funded research projects that arose directly from collaborations established or advice received at the Householder Symposium. Funding for participants takes into consideration participant diversity at the Symposium. More information can be found in http://sites.uclouvain.be/HHXIX/