Mathematical Sciences: Fifteenth Nevanlinna Colloquium

数学系已被邀请赞助1993年6月的内万林纳学术讨论会，这是一系列会议中的第15次，这些会议以其对复杂分析的广泛覆盖、其教学目标和它们的国际性而闻名。这次会议的主要目的是让学生和年轻的研究人员了解函数论下列领域的最新发展和它们之间的联系：1.圆填充，2.调和度量，3.复迭代，4.双曲几何，5.黎曼曲面，6.离散的群体。会议将由上述每个领域的专家在上午作一般性说明性发言，然后在下午作更专门的介绍。

The Department of Mathematics has been invited to sponsor the Nevanlinna Colloquium in June of 1993, the 15th in a series of conferences known for their broad coverage in complex analysis, their instructional goals and their international character. A primary aim of the proposed conference is to acquaint students and young researchers with recent developments in and connections between the following areas of function theory: 1. Circle packing, 2. Harmonic measure, 3. Complex interation, 4. Hyperbolic geometry, 5. Riemann surfaces, 6. Discrete groups. The meeting will feature general expository morning talks by experts in each of these areas followed by more specialized presentations in the afternoons.