《椭圆函数(英文版)》讲述了:It is a great pleasure to my colleagues on the editorial board of the series Ergebnisse der Mathematik and myself to welcome this work, Elliptic Functions accordino to Eisenstein and Kronecker, by AndrEe Well. However, some readersmay be surprised to find in this series a text which appears at first sight to be inessence a contribution to the history of mathematics, and which would thereforeseem to be very untypical of the books in this series. However, the editors.
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André Weil was one of the great mathematicians of the twentieth century. This 94-page book was originally published in 1975; it has now been reprinted in the Springer Classics in Mathematics series. His purpose, as stated in the Foreword, is to clean up so...
评分André Weil was one of the great mathematicians of the twentieth century. This 94-page book was originally published in 1975; it has now been reprinted in the Springer Classics in Mathematics series. His purpose, as stated in the Foreword, is to clean up so...
评分André Weil was one of the great mathematicians of the twentieth century. This 94-page book was originally published in 1975; it has now been reprinted in the Springer Classics in Mathematics series. His purpose, as stated in the Foreword, is to clean up so...
评分André Weil was one of the great mathematicians of the twentieth century. This 94-page book was originally published in 1975; it has now been reprinted in the Springer Classics in Mathematics series. His purpose, as stated in the Foreword, is to clean up so...
评分André Weil was one of the great mathematicians of the twentieth century. This 94-page book was originally published in 1975; it has now been reprinted in the Springer Classics in Mathematics series. His purpose, as stated in the Foreword, is to clean up so...
用户评价
关键的思想是建立算术问题中的连续变量，他的基础数论的开始。而解析延拓，绝对收敛这样的概念本质是寻找数学联系（函数傅立叶级数和级数的泊松求和）的工具。在weil这本书真正理解的是阅读方程的艺术。
评分关键的思想是建立算术问题中的连续变量，他的基础数论的开始。而解析延拓，绝对收敛这样的概念本质是寻找数学联系（函数傅立叶级数和级数的泊松求和）的工具。在weil这本书真正理解的是阅读方程的艺术。
评分三角函数还能这么定义！！！
评分关键的思想是建立算术问题中的连续变量，他的基础数论的开始。而解析延拓，绝对收敛这样的概念本质是寻找数学联系（函数傅立叶级数和级数的泊松求和）的工具。在weil这本书真正理解的是阅读方程的艺术。
评分关键的思想是建立算术问题中的连续变量，他的基础数论的开始。而解析延拓，绝对收敛这样的概念本质是寻找数学联系（函数傅立叶级数和级数的泊松求和）的工具。在weil这本书真正理解的是阅读方程的艺术。
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