5th Mississippi State Conference on Differential Equations & Computational Simulations

NSF奖摘要-DMS-0107783数学科学：第五届密西西比州微分方程式和计算模拟会议该奖项支持2001年5月18-19日举行的第五届密西西比州微分方程式和计算模拟会议的美国参与者(特邀演讲者、年轻研究人员和研究生)。会议的目的是提供一个论坛，来自学术界和工业界的数学家、科学家和工程师可以就微分方程式和相关模拟的理论、应用和计算发展交换意见。这次会议是关于这一主题的一系列两年一次的会议中的第五次。随着高性能计算和通信以及稳健高效的数学/数值算法的快速发展，计算仿真已经成为工程分析和设计环境中必不可少的工具。这从根本上改变了科学和工程基本原理应用于研究、设计和开发的方式。这些计算模拟包括：(1)代表物理现象的微分方程组(数学模型)；(2)模拟数学模型的数值方法；(3)高效的顺序/并行/分布式计算环境。成功的模拟需要各个科学和工程领域之间的跨学科合作。这次会议为这些领域的工作者提供了一次机会，讨论最近的重要成果。

NSF Award Abstract - DMS-0107783Mathematical Sciences: Fifth Mississippi State Conference on Differential Equations & Computational SimulationsAbstract0107783 ShivajiThis award supports U.S. participants (invited speakers, young researchers, and graduate students) in the Fifth Mississippi State Conference on Differential Equations & Computational Simulations on May 18-19, 2001. The objective of the conference is to provide a forum where mathematicians, scientists, and engineers from academia and industry can exchange ideas concerning theoretical, applied, and computational developments in differential equations and associated simulations. The conference is the fifth in a series of biennial meetings on the subject. With the rapid development of high performance computing and communication, and robust and efficient mathematical/numerical algorithms, computational simulation has emerged as an essential tool for engineering analysis and design environment. This has fundamentallychanged the way underlying principles of science and engineering are applied to research,design, and development. These computational simulations involve (i) a system of differentialequations representative of the physical phenomena (mathematical model); (ii) a numericalmethod to simulate the mathematical model; and (iii) an efficient sequential/parallel/distributedcomputing environment. Successful simulations require interdisciplinary collaboration between various scientific and engineering fields. This conference is an opportunity for workers in these fields to discuss important recent results.