许俊彦,印第安纳大学博士,现任清华大学丘成桐数学科学中心助理教授,研究领域为代数数论,算术几何.人物经历 教育背景 2003-2006 学士 香港中文大学2006-2008 硕士 香港中文大学2008-2013 博士 印第安纳大学工作经历2017 助理教授 清华大学丘成桐数学科学中心2016-2017 博士后 阿姆斯特丹自由大学2014-2016 博士后 卢森堡大学2013-2014 博士后 耶路撒冷希伯莱大学 [1] 研究方向 代数数论,算术几何 [1] 发表论文 [1] Chun-Yin Hui: The abelian part of a compatible system and ℓ-independence of the Tate conjecture, accepted in Manuscripta Mathematica, . [2] Chun-Yin Hui: On the rationality of certain type A Galois representations, Transactions of the American Mathematical Society, Vol. 370, no. 9, Sept 2018, 6771-6794.[3] Anna Cadoret; Chun-Yin Hui; Akio Tamagawa: Geometric monodromy − semisimplicity and maximality, Annals of Mathematics 186 (2017), Issue 1, p. 205-236.[4] Chun-Yin Hui; Michael Larsen: Type A images of Galois representations and maximality, Mathematische Zeitschrift 284 (2016), no.3-4, 989-1003.[5] Chun-Yin Hui; Michael Larsen; Aner Shalev: The Waring problem for Lie groups and Chevalley groups, Israel Journal of Mathematics 210 (2015), no. 1, 81-100.[6] Chun-Yin Hui: ℓ-independence for compatible systems of (mod ℓ) representations, Compositio Mathematica 151 (2015), 1215-1241.[7] Chun-Yin Hui: Monodromy of Galois representations and equal-rank subalgebra equivalence, Mathematical Research Letters 20 (2013), no.4, 1-24.[8] Chun-Yin Hui: Specialization of monodromy group and ℓ-independence, Comptes Rendus Mathematique, Volume 350, Issues 1-2, January 2012, 5-7.[9] Chun-Yin Hui; Wai-Yan Pong: Diophantine Equation of Matching Games I, Integers Volume 12 (2012), Issue 2, 179-195.[10] Chun-Yin Hui: An extension result of CR functions by a general Schwarz reflection principle, Complex Variables and Elliptic Equations, Vol. 54 (2009), 927-934. [1]