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Recent Trends and Advances in PDEs and Numerical PDEs

偏微分方程和数值偏微分方程的最新趋势和进展

基本信息

批准号：
9804748
负责人：
Max Gunzburger
金额：
$ 1.56万
依托单位：
Iowa State University
依托单位国家：
美国
项目类别：
Standard Grant
财政年份：
1998
资助国家：
美国
起止时间：
1998-04-01 至 1998-12-31
项目状态：
已结题

来源：
https://www.nsf.gov/awardsearch/showAward?AWD_ID=9804748&HistoricalAwards=false
关键词：
Recent Trends Advances PDEs Numerical

项目摘要

9804748 Gunzburger This award provides support for a conference in "Recent Trends and Advances in PDEs and Numerical PDEs" to be held at Iowa State University between August 2-5, 1998 (dates to be confirmed). Partial differential equations (PDEs) is the language of much of science and engineering so that advances in PDEs and their approximate solution are of continuing importance to applications. The general themes of the conference are recent advances and trends in the theory and computation of PDEs, focusing on nonlinear models, algorithms, and theoretical and computational results that are of importance in applications. Interdisciplinary cross-fertilizations will be featured. This aspect of the conference will especially benefit junior mathematicians who will be exposed to the great variety of approaches and models that the general PDE community has developed. A distinguished list of speakers will be invited to the conference; there will also be ample time reserved for young researchers to present their results. The featured speaker at the conference will be Professor Olga Ladyzhenskaya of the Steklov Institute in St. Petersburg, Russia. A discussion, led by notable researchers, about the important trends that have been recently established and problems that the PDE community should be addressing will take place. The conference should be especially attractive to minorities and women. Speakers from these groups, including the featured speaker, will be prominent at the conference and help will be provided to junior participants representing these groups for their expenses.

小行星9804748 该奖项为会议提供支持， “偏微分方程和数值偏微分方程的最新趋势和进展”将举行 1998年8月2日至5日在爱荷华州州立大学（日期待定）。偏微分方程（PDE）是许多科学和工程的语言，因此PDE及其近似解的进展对应用具有持续的重要性。会议的总主题是最近的进展和趋势在偏微分方程的理论和计算，重点是非线性模型，算法，理论和计算结果，在应用中的重要性。跨学科的交叉施肥将是特色。这方面的会议将特别有利于初级数学家谁将接触到各种各样的方法和模型，一般PDE社区已经开发。将邀请一批杰出的发言者参加会议;还将为年轻的研究人员保留充足的时间介绍他们的成果。会议的主要发言人将是俄罗斯彼得堡斯捷克洛夫研究所的Olga Ladyzhenskaya教授。由著名研究人员领导的关于最近建立的重要趋势和PDE社区应该解决的问题的讨论将发生。会议应特别吸引少数群体和妇女。来自这些团体的发言者，包括特邀发言者，将在会议上突出，并将为代表这些团体的初级与会者提供帮助。