Copper Mountain Conferences on Iterative Methods

铜山迭代方法会议

• 批准号: 1347684
• 负责人: Steve McCormick
• 金额: $ 3.5万
• 依托单位: Front Range Scientific Computations, Inc.
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2014
• 资助国家: 美国
• 起止时间: 2014-02-01 至 2015-01-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=1347684&HistoricalAwards=false
• 关键词: Copper; Mountain; Conferences; Iterative; Methods

Copper Mountain Conference on Iterative Methods, Copper Mountain, Colorado, April 6 -- April 11, 2014. The purpose of this proposal is to support the participation of 20 students and 10 women, post docs, minorities, and disabled in the 2014 Copper Mountain Conference on Iterative Methods. Begun in 1983 and alternating between Multigrid Methods (odd-numbered years) and Iterative Methods (even-numbered years), with substantial and growing overlap in both programs, this series is an important forum for exchange of ideas in these two closely related fields. The meeting will continue to promote the established tradition of a very high level of student participation and to increase efforts to promote participation by members of groups underrepresented in the mathematical sciences. The proposal is to support travel and local expenses for these groups, to foster an egalitarian structure with no invited speakers and all talks of equal length, to continue to organize tutorials and themed evening workshops, and to encourage broad representation of participants from academia, national labs, and industry.Iterative methods and multilevel algorithms are of critical importance for the development of efficient simulations in all domains of science and technology. The conference series is concerned with all aspects of these methods, including traditional techniques of convergence analysis, implementation and development of mathematical software, and use of such ideas in new settings, including advanced computer architectures and new applications. Building on previous success, the plan is to take a proactive role in recruiting students and female and minority participants. This support will have significant impact on science and technology because, for many simulations performed in these important fields, iterative solvers dominate overall calculation time and constrain capabilities. As simulations continue to grow in complexity, the need for more effective solvers becomes increasingly acute. This conference will facilitate the development of efficient iterative solvers and their dissemination to users in industry and national labs. Moreover, the continued high level of participation of students and other young scientists will create and nurture a community of researchers and practitioners who are welcomed to the field.Conference web page:http://grandmaster.colorado.edu/~copper/2014/

铜山迭代方法会议，科罗拉多州铜山，2014 年 4 月 6 日至 4 月 11 日。该提案的目的是支持 20 名学生和 10 名女性、博士后、少数族裔和残疾人参加 2014 年铜山迭代方法会议。该系列始于 1983 年，在多重网格方法（奇数年）和迭代方法（偶数年）之间交替进行，两个项目之间存在大量且不断增加的重叠，是这两个密切相关领域中思想交流的重要论坛。会议将继续促进学生高水平参与的既定传统，并加大力度促进数学科学领域代表性不足的群体成员的参与。该提案旨在支持这些团体的旅行和当地费用，建立不邀请演讲者和所有演讲长度相同的平等结构，继续组织教程和主题晚间研讨会，并鼓励来自学术界、国家实验室和工业界的参与者的广泛代表性。迭代方法和多级算法对于科学技术所有领域的高效模拟的发展至关重要。该会议系列涉及这些方法的各个方面，包括传统的收敛分析技术、数学软件的实现和开发，以及在新环境中使用这些思想，包括先进的计算机体系结构和新应用。在以往成功的基础上，该计划将在招募学生、女性和少数族裔参与者方面发挥积极作用。这种支持将对科学和技术产生重大影响，因为对于在这些重要领域执行的许多模拟来说，迭代求解器主导着整体计算时间并限制了能力。随着模拟的复杂性不断增加，对更有效的求解器的需求变得越来越迫切。这次会议将促进高效迭代求解器的开发，并将其传播给行业和国家实验室的用户。此外，学生和其他年轻科学家的持续高水平参与将创建和培养一个欢迎该领域的研究人员和从业者的社区。会议网页：http://grandmaster.colorado.edu/~copper/2014/