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：2018-07-23
各全国学会、协会、研究会、学会联合体，各省、自治区、直辖市、副省级城市科协，新疆生产建设兵团科协，各有关单位：
由北京市人民政府、工业和信息化部、中国科协共同主办的2018世界机器人大会（以下简称大会）将于2018年8月15-19日在北京亦创国际会展中心举行。为了做好大会筹备和举办工作，现将有关事项通知如下：
一、大会基本情况
（一）名称：2018世界机器人大会（World Robot Conference 2018，WRC2018）
（二）时间：2018年8月15-19日
（三）地点：北京亦创国际会展中心（北京市大兴区荣昌东街6号）
（四）定位目标：充分凝聚知名企业、研究机构与著名学者的智慧，把大会办成机器人领域具有世界影响力的盛会。
（五）专业特色：大会围绕机器人研究和应用领域以及智能社会创新发展，开展高水平的学术交流和最新成果展示。搭建国际协同创新合作平台，突出展现机器人产业布局与智能制造的未来发展趋势，展示两化深度融合的主攻方向，明确机器人产业发展导向，促进产业间协同发展。
（六）同期活动：大会期间将举办为期3天的主论坛、多场专题论坛，为期5天的机器人博览会，以及多场国际性机器人竞赛活动。大会邀请世界机器人领域著名科研机构、高校、企业，集中展示世界机器人领域的最新科研成果、应用产品与解决方案，并为中国机器人创新创业者提供国际性产业交流平台。
（七）大会官方网站：
http://www.worldrobotconference.com
二、大会组织
（一）主办单位
北京市人民政府、工业和信息化部、中国科学技术协会
（二）承办单位
中国电子学会、北京市经济和信息化委员会、北京经济技术开发区管委会
三、工作要求
（一）请各全国学会、协会、研究会、学会联合体和各省、自治区、直辖市、副省级城市科协，新疆生产建设兵团科协等采取多种形式，向有关高校、科研院所、企业发放大会通知，组织机器人领域的科技工作者及科研院所、企业报名参会观展。
（二）请以部门为单位填写本单位参会人员报名表（附件2），并于7月30日前发送至2018世界机器人大会听众及观众报名邮箱（wrctzg@126.com）。
（三）大会交通、食宿费用自理。
四、联系方式
（一）联系人
王子旭 010-68213251
王小龙 010-68211518
（二）联系邮箱
wrctzg@126.com
附件：1. 2018世界机器人大会介绍
2．参会人员报名表
中国科协办公厅
2018年7月19日
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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