中文字幕 日韩 人妻 无码_亚洲无码电影_亚洲精品成人网站在线观看_久久99精品国产99久久6不卡,午夜亚洲国产理论片二级港台二级_黑人强伦姧人妻日韩HD_国产精品资源在线一区_大胸好大被揉捏好爽在线观看免费_全免费观看中文字幕三级_久久精品国产亚洲av瑜伽_亚洲中文字幕欧美岛国_又爽又黄无遮挡免费视频黄_国产成人高清在线播放_日韩一区中文无码 ,国产精品无码一级免费看A级毛激情_国产精品无码一区免费看_日韩亚洲av人人夜夜澡人人爽_亚洲最新av片不卡无码久久_中文字幕人妻第一区_国产欧美综合在线观看_天天av天天爽无码中文_中文字幕久久久久久久免费蜜桃麻豆_91中文字幕午夜福利亚洲天堂成人国产三级_欧美亚洲精品一级毛淫片_国产在线视频一区二区高清乱码99

學術(shù)動態(tài)

學術(shù)動態(tài)

學術(shù)活動

bwin必贏唯一官網(wǎng)30周年院慶學術(shù)論壇之十五——美國內(nèi)布拉斯加大學Prof. Zhenyuan Wang 學術(shù)講座

作者: 編輯: 發(fā)布時間:2014-06-18

【題目】:New Models of Data Analysis Based on Nonlinear Integrals


【報告人】:Prof. Zhenyuan Wang , University of Nebraska at Omaha


【時間】:2014年6月27日(周五)上午10:00-11:30


【地點】:bwin必贏唯一官網(wǎng)313教室


【摘要】:In information fusion, regarding the set of considered predictive attributes (in classification, called feature attributes) in a data base as the universal set, 


nonadditive set functions defined on its power set can effectively describe the interaction among the contribution rates from various predictive attributes 


towards the fusing target, which can be regarded as a specified objective attribute. Such type of interaction is totally different from the traditional statistical 


correlationship. Relevantly, the classical linear aggregation tool, weighted sum, which can be expressed as a linear integral defined on the universal set,


 should be generalized to be some nonlinear integral. The Choquet integral, the upper integral, and the lower integral are the common types of nonlinear 


integrals. Data mining is just an inverse problem of information fusion. Using nonlinear integrals, some classical models in data mining, such as the 


multiregression and the classification, can be generalized as well. Once the necessary data set is available, the values of unknown parameters in these 


nonlinear models can be optimally determined through some soft computing techniques, including genetic algorism and pseudo gradient search, 


approximately. Since the above-mentioned interaction can be elaborately captured, the introduced new nonlinear models are significant 


and powerful in practice. They may be widely applied in bioinformatics, medical statistics, economics, forecast, decision making et al. In face of 


various challenges from big data, these nonlinear models may have relevant generalizations, adjustments, improvements, and deformations.


【主講人簡介】:王震源教授, 美國內(nèi)布拉斯加大學(Omaha)數(shù)學系終身教授,曾先后在美國賓厄姆頓大學(SUNY) 系統(tǒng)科學系、新墨西哥州立大學數(shù)學系、得克薩斯大學(El Paso) 數(shù)學系、以及香港中文大學計算機科學和工程學系分別任客座教授/研究員。曾任第七、八、九屆全國政協(xié)委員。王震源教授曾獲河北省科技進步一等獎(1985)、國家科委和勞動人事部頒發(fā)的國家級具有突出貢獻的中青年科技專家稱號(1986)、ISI (美國科學信息研究院, SCI發(fā)布者)的經(jīng)典引文獎(2000)、美國內(nèi)布拉斯加大學杰出研究和創(chuàng)造性工作獎(2007)等獎勵和榮譽稱號。已發(fā)表科學論文一百五十余篇,并出版三部專著:Fuzzy Measure Theory(Plenum,1992)、Generalized Measure Theory (Springer, 2008)、Nonlinear Integrals and Their Applications in Data Mining (World Scientific,2010)。同時任Fuzzy Sets and Systems等四個國際雜志的編委或副主編。


赞皇县| 商都县| 通辽市| 南郑县| 鲁甸县| 通州区| 镇原县| 伊宁县| 永寿县| 九龙县| 抚州市| 兴海县| 淮阳县| 安龙县| 牡丹江市| 广宗县| 安陆市| 桓台县| 同德县| 金寨县| 韩城市| 虎林市| 平潭县| 曲靖市| 屏东市| 珲春市| 资溪县| 英吉沙县| 托克托县| 东海县| 弋阳县| 黔西县| 德阳市| 兴隆县| 右玉县| 鞍山市| 察雅县| 宜城市| 乡城县| 蓬莱市| 额敏县|