Iteration of meromorphic functions 论文
1993Bulletin of the American Mathematical Society引用 409
Meromorphic and Entire FunctionsHolomorphic and Operator TheoryPolynomial and algebraic computation
详细信息
- 发表期刊/会议
- Bulletin of the American Mathematical Society
- 发表日期
- 1993-01-01
- 发表年份
- 1993
关键词
Meromorphic and Entire FunctionsHolomorphic and Operator TheoryPolynomial and algebraic computation
摘要
This paper attempts to describe some of the results obtained in the iteration theory of transcendental meromorphic functions, not excluding the case of entire functions. The reader is not expected to be familiar with the iteration theory of rational functions. On the other hand, some aspects where the transcendental case is analogous to the rational case are treated rather briefly here. For example, we introduce the different types of components of the Fatou set that occur in the iteration of rational functions but omit a detailed description of these types. Instead, we concentrate on the types of components that are special to transcendental functions (Baker domains and wandering domains).
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