Mathematical Sciences: Conference in Several Complex Variables

复变分析在本世纪蓬勃发展。特别是，在几个复变量的函数理论方面有了很大的进步；这种进步是由于在数学的许多其他重要领域所作的努力的结果。有三个领域尤其对几个复杂变量的发展产生了深远影响。这些是偏微分方程法、复微分几何方法和代数几何方法。这次会议将侧重于促进该主题不同分支之间的更多互动，并强调所有上述领域的共同想法。该项目将支持1992年3月16日至20日在普林斯顿大学举行的为期一周的关于几个复杂变量的会议。本次会议将向R.C.Gunning和J.J.Kohn致敬。除了10位主要演讲者将发表长达一小时的演讲外，还将有机会进行更短的演讲和更多的非正式讨论。会议的裁判会议记录正在计划出版。

Complex analysis has developed vigorously in this century. In particular, there has been great progress in the theory of functions of several complex variables; this progress has come about as a result of efforts made in many other important areas of mathematics. Three areas in particular have had a profound influence on the development of several complex variables. These are the methods of partial differential equations, the methods of complex differential geometry, and the methods of algebraic geometry. This conference will focus on stimulating more interaction among the diverse branches of the subject and emphasizing ideas common to all the above areas. This project will support a one-week Conference on Several Complex Variables to be held at Princeton University from March 16-20, 1992. This conference will be held in honor of R. C. Gunning and J. J. Kohn. In addition to the ten principal speakers who will give hour long addresses, there will be opportunities for shorter talks and more informal discussions. A refereed proceedings of the conference is being planned for publication.