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我院夏梅梅老師入選2018年全球“高被引科學家”名單
2018-11-30 16:35 信息來源:經管學院 35404
? ? ? 近期,全球專業信息與分析服務的領導者科睿唯安(ClarivateAnalytics)公布了全球2018年“高被引科學家(Highly-CitedResearchers 2018)”名單,我院夏梅梅副教授入選計算機科學領域名單。全球來自21個自然科學與社會科學領域的4000多(人次)高被引科學家入榜。
? ? ? 2018年名單新增了跨學科領域(cross-field category),由此遴選出了約2,000人次在幾個領域發表的高影響力論文具有卓越表現的研究人員。入選跨學科領域的高被引科學家數量超過其入選總人次40%的地區包括瑞典(53%),奧地利(53%),新加坡(47%),丹麥(47%),中國大陸(43%)和韓國(42%)。
? ? ? 美國高被引科學家數量遙遙領先,高達2,639人次;英國546人次。中國大陸入榜人數較去年大幅提高,達482人次,另中國香港入榜50人次,中國澳門5人次,中國臺灣20人次。在科研機構中,哈佛大學依舊高居高被引科學家數量榜首。
? ? ? “高被引科學家”的方法論所采用的數據和分析,是由科睿唯安文獻計量學專家利用科研績效分析數據庫Essential Science Indicators(ESI,基本科學指標)、以及學術研究平臺——Web of Science中超過33,000本期刊所發表的論文數量和引文數據制定的獨特的科研績效度量指標和科學發展趨勢數據得出。2018年“全球高被引科學家”名單的遴選基于客觀的引文數據,體現了高被引學者的學術成果對全球同行的支持、影響、啟發與挑戰。高被引數據展現了某學科領域中的科研人員所取得的科研成果受到全球同行的集體認可。
? ? ? 2018年全球“高被引科學家”(中國內地)入選名單(部分)如下:


? ? ? 夏梅梅學術簡歷:
? ? ? 夏梅梅,女,副教授,碩士生導師,現為北京交通大學經濟管理學院信息管理系教師。主要從事決策理論的研究。主持一項國家自然科學基金青年項目,主持完成一項教育部人文社會科學基金青年項目,一項中國博士后科學基金特別資助項目和一項中國博士后科學基金面上項目,參與兩項國家自然科學基金項目。發表學術論文三十余篇。入選2016 -2018年全球高被引科學家名錄,2016-2017年中國高被引學者榜單。2017年入選IEEE Senior Member。

? ? ? 主要發表情況:
?[1] Meimei Xia, Jian Chen, Xiao-Jun Zeng, Decision analysis on Choquet integral-based multi-criteria decision-making with imprecise information, International Journal of Information Technology & Decision Making, 2018, 17 (2), 677-704.
[2] Meimei Xia, Zeshui Xu, An approach to multiplicative linguistic group decision making based on possibility degrees, International Transactions in Operational Research, 2018, 25 (5), 1611-1634.
[3] Meimei Xia, Jin-Xiao Chen, Data envelopment analysis based on Choquet integral, International Journal of Intelligent Systems, 2017, 32 (12), 0884-8173.
[4] Meimei Xia, Jian Chen. Consistency and consensus improving for pairwise comparison matrices based on abelian linearly ordered group, Fuzzy Sets and Systems, 2015, 266, 1-32.
[5] Meimei Xia, Jian Chen. Multi-criteria group decision making based on bilateral agreements, European Journal of Operational Research, 2015, 240, 756–764.
[6] Meimei Xia, Jian Chen, Juliang Zhang, Multi-criteria group decision making based on relative measures, Annals of Operations Research , 2015, 229 (1), 791-811.
[7] Meimei Xia, Jian Chen. Studies on interval multiplicative preference relations with their application to group decision making, Group Decision and Negotiation, 2015, 24, 115-144.
[8] Meimei Xia, Zeshui Xu. Interval weight generation approaches for fuzzy preference relations,Applied Mathematical Modelling, 2014, 38 (3) 828-838.
[9] Meimei Xia, Zeshui Xu, Huchang Liao. Preference relations based on intuitionistic multiplicative information,IEEE Transactions on Fuzzy Systems, 2013, 21 (1) 113-133.
[10] Meimei Xia, Zeshui Xu, Jian Chen. Algorithms for improving consistency or consensus of reciprocal [0,1]-valued preference relations, Fuzzy Sets and Systems, 2013, 216 (1) 108-133.
[11] Meimei Xia, Zeshui Xu, Na Chen. Some hesitant fuzzy aggregation operators with their application in group decision making, Group Decision and Negotiation, 2013, 22 (2) 259-279.
[12] Meimei Xia, Zeshui Xu. Group decision making based on intuitionistic multiplicative aggregation operators, Applied Mathematical Modelling, 2013, 37 (1) 5120-5133.
[13] Meimei Xia, Zeshui Xu. Some issues on intuitionistic fuzzy aggregation operators based on Archimedean t-conorm and t-norm, Knowledge-Based Systems, 2012, 31: 78-88.
[14] Meimei Xia, Zeshui Xu. Entropy/cross entropy-based group decision making under intuitionistic fuzzy environment, Information Fusion, 2012, 13 (1) 31-47.
[15] Meimei Xia, Zeshui Xu. Hesitant fuzzy information aggregation in decision making, International Journal of Approximate Reasoning, 2011, 52 (3): 395-407.
[16] Zeshui Xu, Meimei Xia. Distance measures for hesitant fuzzy sets, Information Sciences, 2011, 181 (11): 2128-2138.