对数增长函数的指数历史
An Exponential History of Functions with Logarithmic Growth
摘要：
本文综述了正规函数的最新研究成果，包括容许正规函数的极限和奇异性，Hodge猜想的Griffiths-Green方法，正规函数的零轨迹的代数性，Neron模型和Mumford-Tate群。一些材料和许多例子，特别是在sec。5-6是原创。前两个部分应该容易为研究生所用。
英文摘要：
We survey recent work on normal functions, including limits and singularities of admissible normal functions, the Griffiths-Green approach to the Hodge conjecture, algebraicity of the zero-locus of a normal function, Neron models, and Mumford-Tate groups. Some of the material and many of the examples, esp. in sec. 5-6, are original. The first two sections should be easily accessible to graduate students.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
