娱网棋牌游戏

南开大学刘锐教授为数计师生作学术报告

时间:2019.11.27       信息来源:数计娱网棋牌游戏        作者:董云柏       点击率:

11YUE26RISHANGWU,NANKAIDAXUESHUXUEKEXUE娱网棋牌游戏 LIURUIJIAOSHOUYINGYAOLAISHUXUEYUJISUANJI娱网棋牌游戏 FANGWENJIAOLIU,BINGZAIYANGGUANGXIAOQUCHONGZHENLOUA4008WEIWOYUANSHISHENGZUOLEYICHANGTIWEI“Complemented embedding, frames and general dilation theory for Banach spaces”DEXUESHUBAOGAO,BAOGAOYOUCHUTIANXUEZHELIDENGFENGJIAOSHOUZHUCHI,SHUJI娱网棋牌游戏 QUANTI棋牌游戏大厅下载HEYANJIUSHENGCANJIALECICIBAOGAOHUI。

LIURUISHOUXIANJIESHAOLEBanachKONGJIANZHONGKUANGJIADEGAINIAN,JIQIYUYOUJIEBIJINXINGZHIHEKEBUQIANRUZHIJIANDELIANXI。ZHIHOU,ZAITAOLUNLEBanachKONGJIANZHONGKUANGJIADEDUIOUDUIYUSUANZIZHICEDUDEKUOZHANGLILUNLIANXIDEJICHUSHANG,LIUJIAOSHOUJICHULEDUOZHONGSUANZIZHIXITONGDEJIBENKUOZHANGDINGLI。LIUJIAOSHOUDEBAOGAONEIRONGGUANGFAN、SHENRUQIANCHU,BINGFENXIANGLEZAIKEYANZHONGDEJINGYANXINDE,DUICANHUISHISHENGPOYOUQIFA。

BAOGAORENJIANJIE:LIURUI,NANKAIDAXUESHUXUEKEXUE娱网棋牌游戏 JIAOSHOU,BOSHISHENGDAOSHI,RUXUANNANKAIDAXUEBAIMINGQINGNIANXUEKEDAITOURENPEIYANGJIHUA。XIANZHUCHIGUOJIAZIRANKEXUEJIJINMIANSHANGXIANGMUYIXIANG,ZAIMemoirs Amer. Math. Soc.、J. Functional Analysis、Fundamenta Math.DENGGUOJIQUANWEISHUXUEZAZHIFABIAOXUESHULUNWENDUOPIAN。

投稿单位审核:涂耀威        责任编辑:程鹏