Second Mississippi State Conference on Differential Equation Equasions & Computational Simulations; April 7-8, 1995; Mississippi State, MI

研究人员和他的同事组织了第二届密西西比州微分方程和计算模拟会议。 九场特邀讲座将由K教授主讲。来自苏格兰赫瑞瓦特大学的J·布朗，（题目：涉及不定权函数的非线性边值问题）;普林斯顿大学的Luis Caffarelli，（标题：拉格朗日坐标中的体积和旋转）;来自康奈尔大学的大卫考伊，（题目：欧拉方程数值解的迭代收敛性和精度）;德克萨斯大学的杰罗姆艾森菲尔德，（题目：房室模型的结构识别）;来自格鲁吉亚理工学院的杰克黑尔，（题目：不变流形的收敛）;彼得D.纽约大学新闻报的拉克斯（题目：求解多维双曲守恒律系统的正格式）;罗伯特·麦科马克，来自斯坦福大学，（题目：气动布局块格上Navier-Stokes方程的解;布朗大学的John Mallet-Paret，（题目：格点微分方程的动力学）和NASA艾姆斯研究中心的Helen Yee，（题目：CFD数值动力学基础）。 此外，预计将收到约75份投稿。 《应用数学与计算杂志》将专门出版这次会议的会议记录。 这个多学科会议汇集了来自学术界和工业界的数学家，科学家和工程师，目的是交流微分方程和计算机模拟的理论和应用方面的研究进展。 中心主题包括与材料相关的现象和计算流体动力学，重点是适用于工程中出现的实际问题的数值方法。

The investigator and his colleagues organize the second Mississippi State Conference on Differential Equations and Computational Simulations. Nine invited lectures will be delivered by Professors K. J. Brown from Heriot-Watt University, Scotland, (Title: Nonlinear boundary value problems involving an indefinite weight function); Luis Caffarelli from Princeton University, (Title: Volume and rotation in Lagrangian coordinates); David Caughey from Cornell University, (Title: Iterative convergence and accuracy of numerical solutions of the Euler equations); Jerome Eisenfeld from University of Texas, (Title: Structural identification of compartmental models); Jack Hale from Georgia Tech, (Title: Convergence of Invariant Manifolds); Peter D. Lax from NYU-Courant (Title: Positive schemes for solving multi-dimensional hyperbolic systems of conversation laws); Robert MacCormack from Stanford University, (Title: Solution of the Navier-Stokes' equations on block grids for aerodynamic configurations; John Mallet-Paret from Brown University, (Title: Dynamics of lattice differential equations) and Helen Yee from NASA Ames Research Center, (Title: On the fundamental of dynamics of numerics for CFD). In addition, about 75 contributed papers are expected. The Journal of Applied Mathematics and Computation, is devoting a special issue to the publication of the proceedings of this conference. This multidisciplinary conference brings together mathematicians, scientists and engineers from both academia and industry for the purpose of exchanging research developments in the theory and application of differential equations and computer simulations. Central themes include materials-related phenomena and computational fluid dynamics, with an emphasis on numerical methods applicable to practical problems arising in engineering.