2018年学术年会
2020-10-30
阅读量:32820
中国运筹学会第十四次学术年会于2018年10月12-15日在重庆融汇丽笙酒店召开,来自全国各地及国外的700余名代表参加了本次年会。会议由中国运筹学会主办,重庆师范大学承办。 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)
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10月13日上午在经纬厅举行了开幕式,由刘克秘书长主持。中国运筹学会理事长胡旭东研究员、重庆师范大学副校长杨新民教授、中国科学技术协会副主席袁亚湘院士、中国科学院信息技术科学部副主任徐宗本院士、中国工业与应用数学学会理事长张平文院士和国家自然科学基金委员会数理学部项目主任赵桂萍研究员先后致欢迎词。开幕式上还举行了第六届中国运筹学会科学技术奖的颁奖仪式,袁亚湘院士为中国农业大学邓乃扬教授颁发了终身成就奖,荣誉理事长章祥荪研究员为浙江大学张国川教授颁发了运筹研究奖。随后还颁发了第二届《J. of Operations Research Society of China》优秀论文奖,主编袁亚湘院士为三篇优秀论文获奖论文作者或代表颁发了证书。开幕式后,(美国)运筹与管理协会 (INFORMS)主席N. G. Hall教授做了大会报告《INFORMS, Analytics, Research and Challenges》,随后张国川教授作了获奖者报告。
3日下午的学术交流会上,西安交通大学徐宗本院士做了题为《人工智能与最优化:融通共进的时代》大会报告、澳大利亚科廷大学孙捷教授做了题为《Variational Inequalities, Optimization, and Nash Equilibria under Uncertainty》大会报告、中国科学院数学与系统科学研究院张汉勤研究员做了题为《Some Topics in Operations Management and Operations Research》大会报告,华为诺亚方舟实验室曾嘉主任研究员做了题为《华为供应链关键AI技术挑战》大会报告。在14日和15日,学术交流会分六个分会场并行举行了18组30分钟的专题特邀报告和9组20分钟的自由报告,先后有100余位运筹学专家和研究生做了分组学术报告。
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)
在14日分别召开了“运筹学应用奖”和“青年科技奖”的评审会。经过申报人答辩,评奖委员会认真讨论和无记名投票,最后由中国科学院数学与系统科学研究院戴彧虹研究员等完成的项目《整数规划在能源领域的应用》荣获运筹应用奖,陈彩华(南京大学)、刘亚锋(中科院数学院)、刘宇(电子科技大学)、孙海琳(南京师范大学)、王光辉(山东大学)5位青年才俊获得了青年科技奖,边伟(哈尔滨工业大学)、操宜新(香港理工大学)、程永席(西安交通大学)、江波(上海财经大学)获得提名奖。
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)
10月15日下午举行了闭幕式,刘克秘书长主持。举行了颁奖仪式,重庆师范大学副校长杨新民教授颁发了运筹应用奖,中国科协副主席袁亚湘院士和中国运筹学会副理事长张玉忠教授共同颁发了青年科技奖。最后,胡旭东理事长致闭幕感谢词。
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)
10月15日下午组织了会员日活动,中国科协副主席袁亚湘院士、中国运筹学会党委书记胡旭东研究员和100多位会员一同参观了歌乐山烈士陵园。
参加年会的代表普遍认为,本次年会组织的学术报告非常好,既有理论水平高的,也有交叉领域前沿的,特别是请了华为诺亚方舟实验室、顺丰科技和杉数科技的业界专家,获益匪浅。此外,年会的组织工作高效,资料充足,各项安排紧张有序,学术交流充分,会务工作令人满意,年会开得非常成功。
本次年会得到了国家自然科学基金委、重庆师范大学和中国科学院数学与系统科学研究院的经费支持,还得到了顺丰科技、杉数科技、GUROBI和悠桦林公司的赞助。中国运筹学会办公室及挂靠单位中科院应用数学研究所和重庆师范大学的几十名师生对会议的组织工作给予了大力支持。一年多来从会议策划、申请经费、组织报告、会议宣传,到会议注册、会员登记、代表接送、会场服务、会务咨询等等,他们不辞辛苦,为会议代表提供了完善周到的服务,得到了参会代表们的高度赞扬。
本次年会是我国运筹学界的一次盛会,对于促进运筹学及相关领域的理论研究、应用实践和创新发挥重要促进作用,必将对我国运筹学的发展产生深远的影响。
全体代表合影下载: http://ddl.escience.cn/f/Q6iq
中国运筹学会办公室