Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
Chinese Mathematical Society (CMS) is an academic social organization of Chinese math workers and it's a part of the China Association for Science and Technology.The purpose of CMS is to unite the broad masses of mathematics workers,to promote the development of mathematics and the prosperity of China's science and technology business,and accelerate the growth and improvement of science and technology talents ...
Release time：2023-02-08
The China-Brazil Joint Mathematical Meeting will be held in Foz do Iguaçu, Brazil from July 17 to 21, 2023. The information of the Scientific Committee, the Organizing Committee, the Logal Organizing Committee and the Plenary Speakers of this joint meeting is as follows:
· Tian, Gang (Peking University, Beijing, China and Chinese Mathematical Society - co-chair)
· Piccione, Paolo (University of São Paulo, Brazil and Brazilian Mathematical Society - co-chair)
· Bastiani, Fernanda de (Federal University of Pernambuco, Brazil)
· Hoppen, Carlos (Federal University of Rio Grande do Sul, Brazil)
· Landim, Claudio (Institute for Pure and Applied Mathematics, Brazil)
· Li, Jun (Fudan University, China)
· Lin, Huazhen（Southwestern University of Finance and Economics, China）
· Lopes, Helena (Federal University of Rio de Janeiro, Brazil)
· Santos, Sandra A. (Campinas State University, Brazil)
· Yang, Jiagang (Federal Fluminense University, Brazil)
· Ye, Xiangdong (University of Science and Technology of China, China)
· Yuan, Ya-xiang (Chinese Academy of Sciences, China)
· Zhang, Ping (Chinese Academy of Sciences, China)
· Zhang, Xicheng (Wuhan University, China)
· Piccione, Paolo (University of São Paulo, Brazil and Brazilian Mathematical Society - chair)
· Godoy Mesquita, Jaqueline (University of Brasilia, Brazil)
· Gonçalves, Douglas (Federal University of Santa Catarina, Brazil)
· Moreira, Carlos Gustavo (Institute for Pure and Applied Mathematics, Brazil)
· Oliveira, Roberto Imbuzeiro (Institute for Pure and Applied Mathematics, Brazil)
· Pastore, Dayse (Federal Center for Technological Education - Rio de Janeiro , Brazil)
·Rodriguez, Pablo Martin (Federal University of Pernambuco, Brazil and Brazilian Society for Applied and Computational Mathematics)
· Yuan, Jinyun (Federal University of Paraná, Brazil)
· Bloot, Rodrigo (Federal University of Latin American Integration, Brazil)
· León, Víctor Arturo Martinez (Federal University of Latin American Integration, Brazil)
· Siqueira, Denise de (Federal University of Technology – Paraná, Brazil)
· Torii, André Jacomel (Federal University of Latin American Integration, Brazil)
·Ding, Jian (Professor, School of Mathematical Sciences, Peking University)
·Shen, Weixiao (Professor, Shanghai Center for Mathematical Sciences, Fudan University)
·Liu, Xin (Professor, Academy of Mathematics and Systems Science, Chinese Academy of Sciences)
·Zhang, Zhenlei (Professor, Capital Normal University)
·Robert David Morris (Full Professor, Institute for Pure and Applied Mathematics)
·Claudia Alejandra Sagastizabal (Adjunct Researcher, University of Campinas)
·Jaqueline Godoy Mesquita (Professor, University of Brasília)
·Jaqueline Godoy Mesquita (Professor, University of Brasília)
More information can be found at:
https://sbm.org.br/jointmeeting-china/
or
http://www.cms.org.cn/Home/notices/notices_details/id/990.html
We welcome colleagues from the Chinese and Brazilian mathematical communities to participate in the China-Brazil Joint Mathematical Meeting.
Professor Hua Loo-Keng is a famous Chinese mathematician and loves his motherland deeply. He devoted into the scientific career, and made an outstanding contribution to the Chinese mathematical career and talents cultivation for all his life.
As a Chinese American mathematician, a foreign academician of Chinese Academy of Sciences, Professor Shiing Shen Chern is a worldwide math master. He made outstanding contributions to the development of mathematics.
Professor Jiaqing ZHONG was very concerned about the development of the mathematics of the motherland during his lifetime and worked hard for it. He has said that the development of mathematics depends on the active cultivation and selection of outstanding young mathematicians. He sincerely wish to establish a fund in China to reward outstanding young mathematicians.
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