![复函数论中的经典论题 [Classical Topics in Complex Function Theory]](https://pic.qciss.net/11286428/rBEhWFH3psoIAAAAAALK2oiwVxEAABjBQNY4wUAAsry664.jpg)
具体描述
内容简介
In addition to the correction of typographical errors， the text has been materially changed in three places. The derivation of Stirling's formula in Chapter 2.4， now follows the method of Stieltjes in a more systematic way. The proof of Picard's little theorem in Chapter 10， 2， is carried out following an idea of H. Konig. Finally， in Chapter 11， 4， an inaccuracy has been corrected in the proof of Szego's theorem.内页插图
目录
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前言/序言
用户评价
In addition to the correction of typographical errors， the text has been materially changed in three places. The derivation of Stirling's formula in Chapter 2.4， now follows the method of Stieltjes in a more systematic way. The proof of Picard's little theorem in Chapter 10， 2， is carried out following an idea of H. Konig. Finally， in Chapter 11， 4， an inaccuracy has been corrected in the proof of Szego's theorem.
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评分刚刚好吧！好好好好好好好好好好好好好好好
评分读者对象：数学专业的本科生、研究生、教师和相关的科研人员。
评分好书好快。。下次再来。。长期支持。。
评分读者对象：数学专业的本科生、研究生、教师和相关的科研人员。
评分In addition to the correction of typographical errors， the text has been materially changed in three places. The derivation of Stirling's formula in Chapter 2.4， now follows the method of Stieltjes in a more systematic way. The proof of Picard's little theorem in Chapter 10， 2， is carried out following an idea of H. Konig. Finally， in Chapter 11， 4， an inaccuracy has been corrected in the proof of Szego's theorem.
评分复变函数，经典问题，适合研究生
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