王利梅 副传授

xingming: wanglimei      

zhuanye: shuxuechanfa          

xibie: liyongshuxuexi

zhicheng: fuchuanshou        

bangongdelvfeng: 64493879    

电子邮件:   wangmabel@163.com

 

 

jiaodaobeijing:

2001.9-2005.7   zhongguoludidaxueshuxuekexuexueyuan     lixuexueshi

2005.9-2008.1   zhongguoludidaxueshuxuekexuexueyuan     lixueshuoshi

2008.4-2011.3   ribenxinandaxuediebaokexueyantaoke  lixueboshi

 

renwulvli:

2011.9-2013.9   duiwaijingjishangyedaxuexinxixueyuan       jiangshi

2014.7-2015.7   ribenxinandaxuediebaokexueyantaoke    boshihou

2013.10-zhijin     ruidian1fencaipingtai        jiangshi,fuchuanshou

 

chuanshoukecheng:

shuxuechanfa;gaodangshuxue;daxueshuxue

 

yantaofanchou:

duoshaohanshulun

 

shouyaoyantaogongxiao:

1. chang-jun li, xiao-min li, li-mei wang, on the characteristics of meromorphic functions with three weighted sharing values, j. math. anal.appl. 332 (2007) 1087–1096. (meiguo sci)

2. li-mei wang, coefficients estimates for close-to-convex functions with argument beta, bulletin of belgian mathematical society-simon stevin, 18 (2011), 1–7.(bilishi sci)

 3. li-mei wang, subordination problems of robertson function, kyungpook mathematical journal,51(2011), 411-417(hanguo)

4. li-mei wang, hotta ikkei, boundedness, univalence and quasiconformal extension of robertson functions. indian journal of pure and applied, 42(4)239-248,2011 (yindu sci)

5. li-mei wang, the tilted caratheodory functions and its applications, journal of the korean mathematical society, 49(2012)671-686,(hanguo sci)

6. li-mei wang, takao kato ,toshiyuki sugawa, variablity regions of close-to-convex functions. anal. polon. math. 111 (2014),89—105.

7.wanglimei, nituhanshuzushangdefeixianxingjifenbiangengdedanyexing,shandongdaxuexuebaolixueban,49 (2014), 63-66.

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