摘要
回顾了多复变函数论在１２个方面的重大进展．指出研究在双全纯映照下的分类问题及研究热方程对中国的多复变函数论是十分重要的．最后谈了近代数学物理的新发展．
In this paper,the author look back the 12 tremendous achievements on several complex variables and points out that the classify-problem under biholomorphic mappings and the heat-equation are very important in China to study the several complex variables.Finally,the author talks about the new.developments on modern mathematical physics.
出处
《首都师范大学学报（自然科学版）》
1996年第4期1-7,共7页
Journal of Capital Normal University：Natural Science Edition
基金
国家自然科学基金
关键词
全纯映照
BERGMAN核
Cousin问题
多复变函数论
holomorphic mapping,Bergman kernel,Cousin problem, Riemann-Roch theorem,Levi problem,sympletic geometry,harmonic mapping,Calabi's conjecture.
