您当前的位置：首页 > 解析数论 英文 （日）本桥洋一（Yoichi Motohashi） 2018年版 > 下载地址1
解析数论 英文 （日）本桥洋一（Yoichi Motohashi） 2018年版
- 名 称：解析数论 英文 （日）本桥洋一（Yoichi Motohashi） 2018年版 - 下载地址1
- 类 别：数学书籍
- 下载地址：[下载地址1]
- 提 取 码：
- 浏览次数：3
发表评论 加入收藏夹 错误报告目录| 新闻评论（共有 0 条评论） |
资料介绍
解析数论 英文
作者： （日）本桥洋一（Yoichi Motohashi）
出版时间： 2018年版
内容简介
This volume is an outcome of The 39th Taniguchi International Symposium on Mathematics Analytic Number Theory May 13-17， 1996， Kyoto organized by myself， and of its forum， May 20-24， organized by N. Hirata-Kohno， L. Murata and myself as a conference at the Research Institute for Mathematical Sciences， Kyoto University.I am deeply indebted to the Taniguchi Foundation for the generous support that made the symposium and the conference possible. The organizers of the conference acknowledge sincerely that the speakers were supported in part by the Inoue Science Foundation， the Kurata Foundation， Saneyoshi Scholarship Foundation， the Sumitomo Foundation； College of Science and Technology of Nihon University， the R.esearch Institute for Mathematical Sciences of Kyoto University； and the Grant-Aid for General Scientific R；esearch from the Ministry of Education， Science and Culture （through the courtesy of Prof. M. Koike， Kyushu University）.My special thanks are due to Profs. Hirata-Kohno and Murata for their unfailing collaboration during the three years of difficult preparation for the meetings.
作者： （日）本桥洋一（Yoichi Motohashi）
出版时间： 2018年版
内容简介
This volume is an outcome of The 39th Taniguchi International Symposium on Mathematics Analytic Number Theory May 13-17， 1996， Kyoto organized by myself， and of its forum， May 20-24， organized by N. Hirata-Kohno， L. Murata and myself as a conference at the Research Institute for Mathematical Sciences， Kyoto University.I am deeply indebted to the Taniguchi Foundation for the generous support that made the symposium and the conference possible. The organizers of the conference acknowledge sincerely that the speakers were supported in part by the Inoue Science Foundation， the Kurata Foundation， Saneyoshi Scholarship Foundation， the Sumitomo Foundation； College of Science and Technology of Nihon University， the R.esearch Institute for Mathematical Sciences of Kyoto University； and the Grant-Aid for General Scientific R；esearch from the Ministry of Education， Science and Culture （through the courtesy of Prof. M. Koike， Kyushu University）.My special thanks are due to Profs. Hirata-Kohno and Murata for their unfailing collaboration during the three years of difficult preparation for the meetings.