2014年学术年会
2016-10-31
阅读量:32298
中国运筹学会2014年学术年会在江苏师范大学召开
10月18-20日, 中国运筹学会2014年学术年会在位于徐州的江苏师范大学召开,包括国际运筹学会联合会副主席、中国运筹学会前任理事长袁亚湘院士、美国管理科学与运筹学协会主席 Robinson 教授、国际运筹学会联合会前任副主席、中国运筹学会前任理事长章祥荪研究员和中国运筹学会理事长胡晓东研究员等学会领导在内的来自国/境内外100余所高校、科研院所和企业的近400名运筹学及相关领域的专家学者和师生参加了会议。
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)
在18日上午举行的开幕式上,胡晓东理事长代表中国运筹学会向前来参会的各位专家学者表示欢迎,向承办会议的江苏师范大学表示感谢。胡理事长希望各位专家学者大力支持、热情参与中国运筹学会的各项工作,在全球科技创新日益激烈的大背景下,通过此次会议交流学术成果、探讨发展方向,思考我国运筹学如何参与到国家科教兴国、人才强国的战略中来,为建设创新型国家发挥更大的作用、贡献更大的力量。江苏师范大学党委副书记岑红教授在致辞中代表校党委和行政向会议的召开表示热烈的祝贺,向出席会议的专家学者表示诚挚的欢迎。她介绍了学校近年来的发展情况,并指出年会的召开不仅是加深友谊、促进交流的高端对话,更是创新思维、启迪智慧的思想碰撞,希望与会专家学者为江苏师大相关学科专业的建设发展把脉问诊,多提宝贵意见和建议,并预祝会议圆满成功。
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yarsakmmUnjP5VVebn7prpihjmPFMqNp26CM1H5kv/ADzNapMDhMc10aj/AIlkFc73FdGD/wAS6D6V6dXY5luZOqffSqIFaGqDlKoZFaU/hMJ/Ea3h1T/acfuR/Oug+Jg267bD/p3H8zWD4dbOpRD/AGh/Otz4lPnxBBntbj+Zrnf+8Iv/AJdnIY4rqNAP+hVyxYV0ugyRra4ZwDW1RaEwNoDJAAyT6V3Gi+FbaC3SW/jEs55KE/Kntjua5LRgsmsWa5DAyqcevNenZ5NTSgnqyasmtECRpGgWNFRR0CjAp1IGyaUcnNdSRziYxXL63YaHYx+fqEKkqG8rOcN1bBx7muqxWB42CDwtdBo1d32xxgjozMACPzpOJUJWZmaC1vaaDZ2hIW6kgNyRj+8S39f0ouEs7i7srXUFEtwVM0TgELkcGn60dF09LeO9ZxPaxqF8rO7aBwTjtSyxrqWmRx2twgkilVJSDhghwduRyM1mo+8jbpcaY7k3ECrdRp5YLyREcyA5x9BWdp+jXEXidtQkuh5U5YrEGJdgf4ceg9aqXMN1qfizT547SazeBFAkcHbPHjkD8/1rudKWJhPLGiZEpj3gcsFx3+ua2jpoTJ2RYtLYW8AXGCTk/WrCijHy08CqRi2YFiRceNNUmHS2t4rfPucsf6Vu5rn/AA03mjU73OTcahJg+y4UfyreBx1oWw2jz74s2qvY2N4FG+OUxlvYjOPzFeYL1r2D4jR/aPC1yVGfKZH+nzD/ABrx5etctVe8ejQ+BHQeCBnxTb8no38q9YuUBzXk/gk48U230b+VetXFfP47+KvQuW6MeeNcnis2dVB6CtO5PJrNmOc1nTNClJjPT9Khap5Kgfg10oZGRSYp1Nq0B55j5q3kuF+yRRlDwOtYIHNdC/8Ax4wY/u161TY5UUrl4pGG9DxVMxxByQOKfqDssi4NU1YluTThHQxnLWxsaQrG/jWAhWLAZPbmr/jKC8t9YC38yzOYgUZRj5eap+HRnVYTn+Nf51q/EV93iJMHpAv8zWX/AC+SKb9w5ddtbun6ULiBZBIRnsKwBz0rrNDP+grWs0TFs3fCWkY12GXzGYQgvj8Mf1r0lZA3HeuV8HQgC5nI7qgP6n+ldPgZyKqkrGdR3ZIGwwz3NTDiqjMd2f7tWc5UGtzJokrA8TD7ReaNYdRNeiRh/soC1bw6VhXB+0+ObWPqLOzeQ+xY4/lQ9iVuY/imKwTVLm5kt3urvyEKQJzu64yPT3qG2mkTSY9RltFE9z5bzRwudyY4Bx34PNWfFGt2mkayJr6y85YoA0LRxln3EkEegGP51jwSy6rB9vttKhtJt2QJZNjMv+yvByaizvc6E/dsGta5psVwjpLcf2lC5jgjRWICAY256DPPPWux8NMDpScbTwWA6AkAkZ71w0Onx+JzK8du0ce7a7uvQqMce9dp4ct5LOKW1xi3hWNYs9Twd2fxrSyRMtjdPSlBwuabnIprsFibJ6A0zE5/wgM6AW/vXEzf+Pmte4l2KvPU1keEnVPDVuSwBcu35uauTTedIqjkL6ULY0tqVNZtDe6FeW5GTNEyj8uK8NAwcHrX0BLzHg14Xq1v9k1m9tunlTuo+meKwrLY7MM9GjR8GtjxRa/U/wAq9auG4rx/wo+3xNaH/aP8q9auHyK+exy/er0N2rtGdctyazZT1q9cHk1QlrOCLKsh5qFqmcc1ERW6GR03NPamVaGeej610J4s4P8Adrnh1rpbhdttbj/Yr1ahydTD1P8A1q1TBq3qf+uFUx1raHwo5p/Eb3hUBtVTd0BB/WrnjiXzNfJJziJR/Os/w023UAfcVN4tcvrjH/YWsLfvr+Rr/wAu0ZI46V1eh/8AHktcipOa63Qz/oK1pMzR6X4Xi8rRVfHMrs39P6Vr47g/hVfToPs+l20WOUjGfr3qwOfatIKyM3uQyOVlA9akguzJK0PluvlgckcN9D3qteZB4p1nKsqZz04P1qpaCRpK4rC0xxL4x1uU/wDLOOCIe3BNau/HSsDQZC+u+IZP+npE/JB/jRcVi3rs9taTrcXMZZWjKlscAZ7nt1rmb+10CzMDpp+x71wokfKhcnqc8n6Ct/xTa297o7SXMbypbMJiqHDYHXHrxk/hXmGtfEWyvdRhkgtpJIbZAkTSAbjg8k+mcCqSTK5klqdxc219pk9tHoga4Qr+8eViNxzzweB+VdJpDXPkPJdBVd36LwAAK8nf4sPK6SPBKrh8ts2jcvp6j61pQfGWyigSP+yZ2KjkmYcn16VbWxLnF9T1jzOKr3cxFvLg9Iyf0rzMfGmx6HR5x/22X/CmT/GaxkidP7Hny6lf9cvGePSizFzROu8MrL/wj1jJ5o8o24xHt5ySTnP9K1oVzz715npnxQsdL0q202bT53e3QIXVxg++K0Yvi/oiIA9heZH91lNKMbFSmj0CU/KFAwK8h8d232bxbctjAmVZB+WD+oroP+FvaLI4xZXSj1dl/pXN+LvE2j+ILmC7gnWJ449jKdxLc5HYe9TUg5LQ0o1YxerKnhk/8VHaf7/9K9amPy14tpes2OnapDePI8gjbJVU5NdlJ8U9Icf8edyPyrxMZhK1SonGNzqVen3OlnPJqjJ1rnZfiPpT/wDLrcj8BW6kyXEKTRnKSKGU+xGa53QqUkudWNYVIz+FkchGaiJp8lRHrTRoIaZmhzio9xq0BwKffH1rp70jy7ceiVzKffH1rpbsq6RFXXhPWvUqHL1MHUv9cKqDFaN7b+Y+4OtUfIYHqK1g1Y55p8xq+HR/pw/3hUvihgutyA8/KKzrW8awy8RHndRnoKgv9Uub2ZZpXHmlf3jcEk+2OgqVFufMXpyWYqg9cGuv8NbC1tHKwRWkXJY4AHeuHF3LnlmYYxg9KFuLlFdA7BX+9nmrlFsS5UfRTeItCRfn1ixT2M6/41Xk8V+HY927WrMbeoEmTXzqcj+IYHSgbv735CrsRaJ77N4u0Caby4tRjkYf3c4pbfxFpNnH5ctxscsWbdgdefWvBY45nPyyEfhVxLG4m+Z7p/x5qZJ9ylFPZM9wfxjoqpn7Uuc9MjNYmj+LNJ0641Oa4uo2+13XnIsWWbGMYPHsK8uGmSHA+1PTv7NYcC4k69jST8yvZ+R6vc+P9GkhliRZyXRlGV9RXjo8Mys+37ZEGPT5G/wq7/ZTtjN1KMDPWrEegK4AN9Nj61pF+ZMqV94lX/hA9V3J8yDzPu5U8+lFz4D1G0yZ5QuOP9S/X8q3bbwhaykZ1S7U9sVuxeAbN4A0msalIcZI8wgVvGDlszCShHdfmedt4YZQS2oQgDu0bD+lMPh0ZAGpW5z/ALLf4V1+oeE9LtyQL26YjpvkNYMujxqTh5OP+mlRNSj1LjCEtolG50RZrlmh1C3wf75K/wA6ifw7Og5vLUj2kzVuXTEUDDP+L1X+wtnq4A77qy533NfYR/l/ErDRpNwT7ZajP958f0p0mhXMab1ubWRQcEpJkD9Kmax9WcnOOtMNkQDh3/Oj2vmL6sv5fxKraZcKMiWA/SUU0WN2OgU/RxVpbZ1HDn6EUeXNn7wOfaq5yHQXZlZYLoBlMJJIxxg163Ysg062RHRisKAhWBxwK8wWO47FPxFXLT+0EfMKREg9mxXNiKXtkle1jqoU+Toz0ZveomIzXLR6hqqD/SLGVj2Mc2cfhWjpurwXMv2eSZ0uO0MowT9K5fqM+VyTWh3RhdX29dDTc5FR09jzTOa40ZnBp99frW7LBGqrgdVrCi/1i/Wugn6L/u16dU5kZ16ESDIHNZwmbHar+of8e9Za1rT+E5qnxEM+Xuosnqa1NgafAAX5T0FZsn/HzD/vVqj/AI+f+AH+VFV2sa0Ene5TVQx6d6tTW6oitxyKgiHT61cu/wDVQ/Q1lNu52Qiij5aHgqOKUQp6U4/eNKKOZlckewsagEY9a17WEG3yRzisleorXtf+PQ01qyZKy0FjX5enSo48NIf9kVOvETfSqw4icjrms2WhXYq6kcjODVlXC7cZzjmqjcrzVhOWWqgEjrNIRXjU+tdhFGosGLLnA6DrXH6Of3QHau604A2mSM8f0r2MP8J4mKdmeceKotkxYHGe1cs78mu08YRoJOF65riJRhuPeufEq0jtw0rwQyWUfjinMA3A7iqsp/eCpISTJ1rzp3PQptMSQgnIGMioyRg8U+T7zD3qJvumpG9hOqk004ApT9ymN0rVGTJY+VrS0xQzuMZ+XNZcR+Q1q6R/rpP92rsdNL4LnQ3kflPFgYBB/nWBqEfkeMdOl6eYB/UV0F+SXgz71ieIeNc0Yjrn/wBmrthG+GbNKq/2W/mvzOhbrTeaU9aZk184jjP/2Q==)
此次年会邀请了六位来自海内外的运筹学与管理科学的知名学者应邀做大会报告(Download Prof. Robinson plenary presentation, INFORMS),36位专家针对12个方向做了专题邀请报告,同时还安排了30个小组报告。会议期间还发布了《中国运筹学2012-2013年学科发展报告》。本次学术年会前以及会议期间,学会已评选和将评选出中国运筹学会科学技术奖的四个奖项。中国科学院数学与系统科学研究院的韩继业研究员荣获终身成就奖,南京大学何炳生教授和香港城市大学的洪流教授或的运筹研究奖,华中科技大学的沈吟东教授的团队荣获运筹应用奖,上海财经大学的何斯迈教授、中国科学院数学与系统科学研究院的吴凌云副研究员和浙江大学的杨翼教授荣获青年科技奖。
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)
17日还召开的中国运筹学会的理事会和常务理事会,学会的三个期刊《运筹与管理》、《运筹学学报》和《Journal of the Operations Research Society of China》分别召开的编委会。袁亚湘院士和闫桂英研究员还为江苏师范大学的学生做了科普报告。