摘要
亚纯函数的值分布问题吸引了许多函数论工作者，１９７７年前近半个世纪来的值分布论的主要成果大多体现在杨乐的专著《值分布论及其新研究》中，而这十多年来，广大函数论工作者利用各种数学工具，从各方面继续对此进行了研究，取得了丰硕的成果。本文仅从亚纯函数与其导数、特征函数、亏量、小函数四方面入手，对两个函数分担值理论的研究予以回顾和展望。
The value distribution of meromorphic function makes a great appeal to lots of theoret-ical workers on this issue. The significant achievements made for nearly half a century's study(before 1977) are mainly included in the work-The Theory and the Recent Researchof ValueDistribution, by Yang Le. But recently, in more than a decade's time, great successes have beenscored by workers dedicated to the study of function, who have made continuous research on thisissue from different views and with different mathematical methods. This article is aimed at a re-call and prospect of the theory study of the share value for two functions, based on the study ofmeromorphic function and other four subjects as derivate, characteristic function, dificient numberand minor function.
出处
《海南大学学报（自然科学版）》
1994年第1期59-65,共7页
Natural Science Journal of Hainan University
关键词
半纯函数
分担值
特征函数
函数论
meromorphic function, Nevanlinna theory, share value, characteristic function, dificient number, minor function, Picard-Exceptional value
