For faster navigation, this Iframe is preloading the Wikiwand page for 陈荣凯 (数学家).

陈荣凯 (数学家)

陈荣凯(英语:Jungkai Alfred Chen),现代数学家、现任国立台湾大学数学系教授[1]。陈荣凯1992年毕业于国立台湾大学数学系,并于1997年取得加州大学洛杉矶分校数学博士[2]。2010年因研究三维代数流形英语algebraic manifold的显双有理分类获晨兴数学银奖[3],并于2014年主持国家讲座[4][5]

研究领域

双有理几何、代数流形的分类理论[6]

学术著作

I. Journal Articles and Preprints

1. J. A. Chen, On genera of smooth curves in higher dimensional varieties, Proc. Amer. Math. Soc,  125,(1997) 2221-2225.

2. J. A. Chen, C. D. Hacon, Characterization of abelian varieties, Inventiones Mathematicae, 143,  (2001), 435-447.

3. J. A. Chen, C. D. Hacon, Pluricanonical maps of varieties of maximal Albanese dimension,  Math. Ann. 320, (2001), 367-380.  

4. J.A. Chen, C. D. Hacon, On algebraic fiber spaces over varieties of maximal Albanese  dimension, Duke Math. Jour., 111, (2002), 159-175.

5. J.X. Cai, J.A.Chen, A note on characterizations of Abelian varieties by topological invariants,  Manu. Math., 112, (2003), 15-19.

6. J.A. Chen, C. D. Hacon, On the irregularity of the image of the Iitaka fibration, Comm. Alg., 32,  (2004), 203-215.

7. J.A. Chen, C. D. Hacon, Varieties with P3=4 and q=dim X, Ann. Sc. norm. super. Pisa, V, vol. III.  (2004), 399-425.

8. J.A. Chen, M. Chen, D.Q. Zhang, A nonvanishing theorem for Q-divisors on surfaces, J.  Algebra.,293 (2005), 363-384

9. J.A. Chen, C. D. Hacon, An example of a surface of general type with pg=q=2 and KX2=5, Pacific  Jour. Math., 223, (2006), 219-228.

10. J. A. Chen, M. Chen, D.Q. Zhang, The 5-canonical system on 3-folds of general type, J. Reine  Angew. Math., 603, (2007), 165-181.

11. J.A. Chen, C.D. Hacon, Pluricanonical systems on irregular 3-folds of general type, Math. Zeit,  255, (2007),343-355.

12 J. A. Chen, M. Chen, On projective threefolds of general type. Elec. Res. Announc. Math. Sci.,  14, (2007), 69-73.

13. F. Campana, J. A. Chen, T. Peternell, On strictly nef divisors, Math. Ann., 342, (2008), 565-585. 14. J. A. Chen, M. Chen, An optimal boundedness on weak Q-Fano threefolds, Adv. Math., 219,  (2008), 2086-2104.

15. J.A. Chen, M. Chen, The canonical volume of threefolds of general type with X<1, J. London  Math. Soc., 78, (2008), 693-706. arXiv 0704.1702

16. J. A. Chen, C. D. Hacon, On the geography of threefolds of general type, J. Alg., 321, (2009),  2500-2507. arXiv 0802.0884.

参见

参考资料

  1. ^ 陳榮凱 右眼失明 數學領域不寂寞. 人间福报. 2005-01-20 [2022-02-19]. (原始内容存档于2022-02-19) (中文(繁体)). 
  2. ^ 李先凤. 獨眼教授陳榮凱 優遊數學天地. 台湾英文新闻. 中央通讯社. 2010-10-08 [2022-02-19]. (原始内容存档于2022-02-19) (中文(繁体)). 
  3. ^ 马海燕. 女数学家邬似珏获晨兴数学金奖 两岸科学家获银. 中国网. 2010-12-18 [2022-01-24]. (原始内容存档于2022-01-24). 台湾大学教授陈荣凯、复旦大学教授陈猛、傅吉祥及香港中文大学教授魏军城4人获得银奖。 
  4. ^ 林晓云. 學術桂冠! 獨眼教授陳榮凱 44歲登上國家講座. 自由时报. 2014-10-16 [2022-01-24]. (原始内容存档于2022-05-24). 
  5. ^ 林志成; 季志翔. 獨眼陳榮凱 獲國家講座教授主持人殊榮. 中时新闻网. 2014-12-29 [2022-02-19]. (原始内容存档于2022-02-19) (中文(繁体)). 
  6. ^ 陳榮凱 教授 雙有理幾何、代數流形的分類理論. 国立台湾大学数学系. [2022-02-19]. (原始内容存档于2022-02-19) (中文(繁体)). 

外部链接

{{bottomLinkPreText}} {{bottomLinkText}}
陈荣凯 (数学家)
Listen to this article

This browser is not supported by Wikiwand :(
Wikiwand requires a browser with modern capabilities in order to provide you with the best reading experience.
Please download and use one of the following browsers:

This article was just edited, click to reload
This article has been deleted on Wikipedia (Why?)

Back to homepage

Please click Add in the dialog above
Please click Allow in the top-left corner,
then click Install Now in the dialog
Please click Open in the download dialog,
then click Install
Please click the "Downloads" icon in the Safari toolbar, open the first download in the list,
then click Install
{{::$root.activation.text}}

Install Wikiwand

Install on Chrome Install on Firefox
Don't forget to rate us

Tell your friends about Wikiwand!

Gmail Facebook Twitter Link

Enjoying Wikiwand?

Tell your friends and spread the love:
Share on Gmail Share on Facebook Share on Twitter Share on Buffer

Our magic isn't perfect

You can help our automatic cover photo selection by reporting an unsuitable photo.

This photo is visually disturbing This photo is not a good choice

Thank you for helping!


Your input will affect cover photo selection, along with input from other users.

X

Get ready for Wikiwand 2.0 🎉! the new version arrives on September 1st! Don't want to wait?