UAB-GIT International Conference on Differential Equations and Mathematical Physics

UAB-Georgia Tech国际微分方程与数学物理会议致力于讨论线性和非线性偏微分方程及其与数学物理的关系。这将包括诸如多粒子薛定谔算子的分析、物质的稳定性、相对论、量子场论、光谱和散射理论（包括光谱几何）、逆问题、Korteweg-de Vries方程以及相关主题。这个系列会议非常成功地将来自世界各地的学者聚集在一起，在现代数学分析处理科学重要性问题的活跃领域进行富有成果的科学交流。通常，会议将吸引来自20多个不同国家的与会者。自1992年以来，它现在是阿拉巴马大学伯明翰分校和佐治亚理工学院的一个联合项目。这个系列的下一次会议将于1994年3月13日至17日在伯明翰的阿拉巴马大学举行。3月11日至12日，塔斯卡卢萨的阿拉巴马大学将在阿拉巴马州举行一个由NSF EPSCoR支持的关于常微分方程的研讨会，该研讨会是为在uab -佐治亚理工学院国际会议开始前提前到达的参与者计划的。3月18日至19日，美国数学学会将在肯塔基大学举行区域性会议，特别讨论微分方程和数学量子理论。许多人计划参加两到三次这样的会议。

Abstract The UAB-Georgia Tech International Conference on Differential Equations and Mathematical Physics is devoted to topics in the general area of linear and nonlinear partial differential equations and their relation to mathematical physics. This will include topics such as the analysis of multiparticle Schroedinger operators, stability of matter, relativity theory, quantum field theory, spectral and scattering theory including spectral geometry, inverse problems, Korteweg-de Vries equations, as well as related topics. This conference series has been very successful in bringing together scholars from around the world for fruitful scientific exchange in an active area in which modern mathematical analysis comes to grips with problems of scientific importance. Typically, the conference will attract participants from over twenty different countries. Since 1992, it is now a joint project between The University of Alabama at Birmingham and The Georgia Institute of Technology. The next conference in this series will take place at The University of Alabama at Birmingham, 13-17 March 1994. On March 11-12, the University of Alabama, Tuscaloosa, will hold a workshop supported by NSF EPSCoR in Alabama on ordinary differential equations, which was planned for participants who will arrive early before the beginning of the UAB-Georgia Tech International Conference. On March 18-19, a regional meeting of the American Mathematical Society will take place at the University of Kentucky with special sessions in differential equations and mathematical quantum theory. Many people have planned to participate in two or three of these conferences.