师资队伍

林明辉

2015.3-         : 华中师范大学数学与统计学学院工作
2010.9-2014.10  : 工作于加拿大多伦多大学数学系,博士后
2005.9-2010.8   : 就读于加拿大麦克马斯特大学数学系,2010.8获博士学位
2003.8-2005.7   : 就读于新加坡国立大学数学系,2005.8 获硕士学位
1999.7-2003.6   : 就读于新加坡国立大学数学系,2003.6获第一荣誉学士学位
 

代数数论, Iwasawa理论。
研究兴趣: Selmer群在无限数域上的构造。  

 

 

 

已发表,待发表和投稿的学术论文
M. F. Lim, Fine Selmer groups of congruent Galois representations, in preparation. Also available at arXiv:1603.09640v2[math.NT].  

M. F. Lim, On the divisibility of the class number and discriminant of imaginary quadratic fields, submitted, arXiv:1601.05180v2[math.NT].
 

[15] M. F. Lim, M_H(G)-property and congruence of Galois representations. Accepted for publication in Journal of the Ramanujan Mathematical Society. Also available at arXiv:1602.02592v4[math.NT].

[14] M. F. Lim, On the complete faithfulness of the p-free quotient modules of dual Selmer groups. Accepted for publication in Journal of the Ramanujan Mathematical Society. Also available at arXiv:1504.04917v5[math.NT].  

[13] M. F. Lim, Comparing the π-primary submodules of the dual Selmer groups. Accepted for publication in Asian Journal of Mathematics. Also available at arXiv:1409.0942v5 [math.NT].
[12] M. F. Lim, Notes on fine Selmer groups. Accepted for publication in Asian Journal of Mathematics. Also available at arXiv:1306.2047v3 [math.NT].
[11] M. F. Lim, Akashi series, characteristic elements and congruence of Galois representations. International Journal of Number Theory 12 (2016), No. 3, 593-613.  

[10] M. F. Lim and V. K. Murty, The growth of fine Selmer groups. Journal of the Ramanujan Mathematical Society 31 (2016), No. 1, 79-94.
[9]  M. F. Lim, On the pseudo-nullity of the dual fine Selmer groups. International Journal of Number Theory 11 (2015), No. 7, 2055-2063.  

[8]  M. F. Lim and V. K. Murty, Growth of Selmer groups of CM Abelian varieties. Canadian Journal of Mathematics 67 (2015) No. 3, 654-666.
[7]  M. F. Lim, On completely faithful Selmer groups of elliptic curves and Hida deformations. Journal of Algebra 432 (2015) 72-90.
[6]  M. F. Lim, On the homology of Iwasawa cohomology groups. Journal of the Ramanujan Mathematical Society 30 (2015) No. 1, 51-65.
[5]  M. F. Lim, A remark on the M_H(G)-conjecture and Akashi series. International Journal of Number Theory 11 (2015) No. 1, 269-297.
[4]  M. F. Lim and V. K. Murty, The growth of the Selmer group of an elliptic curve with split multiplicative reduction. International Journal of Number Theory 10 (2014) No. 3, 675-687.
[3]  M. F. Lim and R. Sharifi, Nekovar duality over p-adic Lie extensions of global fields. Documenta Mathematica 18 (2013) 621-678.
[2]  M. F. Lim, Poitou-Tate duality over extensions of global fields. Journal of Number Theory 132 (2012) 2636-2672.
[1]  A Jon Berrick and M. F. Lim, Intertwining matrics for number fields: supplement to "Intertwiners and K-theory of commutative rings". J. Reine Angew. Math. 601 (2006) 159-162.  

华中师范大学数学与统计学学院 430079
办公室:六号教学楼 6212
E-mail:limmf@mail.ccnu.edu.cn
 

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