Geometric Numerical Integration of Differential Equations
时间:2019-09-09 09:00 至 2019-09-13 18:00
地点:北京
首页 > 商务会议 > 学术会议会议 > Geometric Numerical Integration of Differential Equations 更新时间:2019-09-04T15:54:44
Geometric Numerical Integration of Differential Equations 已截止报名
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会议内容
On behalf of the GNIDE Organizing Committee, it is our privilege to invite you to the international conference "Geometric Numerical Integration of Differential Equations",September 9-13, 2019, in Beijing, China! We are honored to host this event and look forward to welcoming our friends and colleagues from around the world.
The aim ofthis conference is to discuss recent advances in Geometric Numerical Integration of Differential Equations with its Applications. The main activities will be held at the Chinese Academy of Sciences including the opening ceremony, all the scientific presentationsand the closing ceremony. A half-day excursion is planned in the afternoon of September 11th. Detailed information willbe posted in the "Tours Information" part. We will host a banquet in the evening of September 12thduringwhich we will celebrate the 70th birthday of Ernst Hairer and 60th birthday of Christian Lubich.
We extend the warmest welcome to all of you, and hope that you will enjoy the conference in Beijing.
摘要截稿日期:2019-07-31
摘要录用通知日期:2019-08-15
会议的征稿信息请参见上文会议简介。
如果您有任何疑问,欢迎与我们沟通,联系方式见页面右侧联系我们。
Organizers
- Dr. David Cohen (Umea University, Sweden)
- Dr. Zaijiu Shang (Chinese Academy of Sciences, China)
- Dr. Yifa Tang (Chinese Academy of Sciences, China)
- Dr. Bin Wang (Qufu Normal University, China)
- Dr.Ruili Zhang (Beijing Jiaotong University, China)
- Dr. Beibei Zhu (Chinese Academy of Sciences, China)
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介绍:Geometric Numerical Integration of Differential Equations于2019年9月9日举办Geometric Numerical Integration of Differential Equations。
主办方:Academy of Mathematics and Systems Science介绍:Academy of Mathematics and Systems Science于2019年9月9日举办Geometric Numerical Integration of Differential Equations。
主办方:中国科学院数学与系统科学研究院介绍:中国科学院数学与系统科学研究院于2019年9月9日举办Geometric Numerical Integration of Differential Equations。
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