加性数论讨论的是很经典的论题，本书讨论了相关理论的最新进展和科研成果，并且用Freiman定理的Ruzsa证明将本书的内容推向了高潮。

加性数论讨论的是很经典的论题，本书讨论了相关理论的最新进展和科研成果，并且用Freiman定理的Ruzsa证明将本书的内容推向了高潮。

本书共分30讲，详细介绍了Gauss和，本源特征，Dirichlet类数分布，素数分布，素数定理，L函数的函数方程，Γ函数的性质，l阶整函数，等差数列的素数定理等内容，对解析数论中与乘性特征相关的，特别是将它应用于等差数列中的素数问题进行了连贯的叙述。 本书适合数学及相关专业的学生和数学爱好者参考使用。

本书共分30讲，详细介绍了Gauss和，本源特征，Dirichlet类数分布，素数分布，素数定理，L函数的函数方程，Γ函数的性质，l阶整函数，等差数列的素数定理等内容，对解析数论中与乘性特征相关的，特别是将它应用于等差数列中的素数问题进行了连贯的叙述。 本书适合数学及相关专业的学生和数学爱好者参考使用。

《加性数论:逆问题与和集几何》内容简介：The rerequisites for this book are undergraduate courses in elementary number theory,algebra,and analysis.Beyond this,the volume is self-contained.I include complete proofs of results from exterior algebra,combinatorics,graph theory,and the geometry of numbers that are used in the proofs of the Erdos-Heilbronn

简介：如果有来生， 要做一棵树， 站成永恒， 没有悲欢的姿势。

简介：如果有来生， 要做一棵树， 站成永恒， 没有悲欢的姿势。

《数论》内容简介：In spite of the fact that nowadays there are quite a few books on algebraic numbertheory available to the mathematical community, there seems to be still a strongneed for a fundamental work like Hasse's ,Zahlentheorie". This impression iscorroborated by the great number of inquiries the editor received about the dateof appearance of the English translation of Hasse's b...(展开全部)

《数论》内容简介：In spite of the fact that nowadays there are quite a few books on algebraic numbertheory available to the mathematical community, there seems to be still a strongneed for a fundamental work like Hasse's ,Zahlentheorie". This impression iscorroborated by the great number of inquiries the editor received about the dateof appearance of the English translation of Hasse's b...(展开全部)

This book is a revised and greatly expanded version of our book Elements of Number Theory published in 1972.As with the first book the primary audience we envisage consists of upper level underfraduate mathematics majors and graduate students.We have assumed some familiarity with the material in a standard undergraduate course in abstract algebra. 　　此书为英文版！