康明軒（Ming-Hsuan Kang）副教授

聯絡方式

• Email: mhkang@math.nctu.edu.tw
• 電話: 03-571-2121 ext. 56416
• 傳真: 03-572-4679
• 地址: 30010新竹市大學路1001號 陽明交通大學 應用數學系
• 相關網站:    

近兩學期教授課程

• 113 學年度第一學期：
  • 服務學習(一)


• 112 學年度第二學期：
  • 有限群表現理論及其應用
  • 服務學習(二)

履歷

• 學歷
  • 賓州州立大學 數學系 博士 (2010年)
  • 國立台灣大學 數學系 學士 (2001年)
• 學術專長暨研究領域
  • 數論、表現理論
• 學術經歷與榮譽
  • Visiting Scholar , Purdue University 2011-2012
  • Postdoctoral Research Abroad Program Fellowship, National Science Council , Taiwan 2010
  • Finalist for Alumni Association Dissertation Award, Pennsylvania State University, USA 2009
  • Pritchard Dissertation Fellowship, Pennsylvania State University, USA


• 近五年研究計劃

  從p-adic 可約群誘導出的複體之Zeta 函數和上同調群 (100-2115-M-009-008-MY2)



• 指導研究生

  蔡志奇(101-102)、郭泓呈(102)、朱文宏(102)

著作選集

(A)   Refereed Papers：

1. Expanders and Nano-scale Self-assembly (joint with A. Gamburd, P. Keukus, W.C. Li and P.Vontobel) , Proceedings of the 4th Conference on Foundations of Nanoscience, 2007.
2. The Zeta Functions of Complexes from PGL(3): A Representation-theoretic Approach(joint with W.C. Li and C.J. Wang), the Israel Journal of Math., Volume 177, Number 1,335-348, 2010.
3. Zeta Functions of Complexes Arising from PGL(3) (joint with W.C. Li), Advances in Mathematics 256 (2014), 46–103. 
4. Toroidal Fullerenes with the Cayley Graph Structures, Discrete Mathematics 311 (2011), pp. 2384-2395
5. Geometric zeta functions for higher rank p-adic groups (joint with A. Deitmar), Illinois J. Math.Volume 58, Number 3 (2014), 719-738.
6. Zeta Functions of F1-buildings (joint with Anton Deitmar), to appear in Journal of the Mathematical Society of Japan.
7. On spherical Monte Carlo simulations for multivariate normal probabilities(joint with Huei-Wen Teng and Cheng-Der Fuh), Advances in Applied Probability 47.3 (September 2015).
8. Artin L-functions on finite quotients of PGL_3(joint with W.C. Li), to appear in International Mathematics Research Note.
9. Bass-Ihara zeta functions for non-uniform tree lattices (joint with Anton Deitmar), submitted. 
10. Riemann Hypothesis and strong Ramanujan complexes from GLn, to appear in Journal of Number Theory.
11. Zeta and L-functions of finite quotients of apartments and buildings (joint with W.C. Li and C.J. Wang), the Israel Journal of Math., Volume 228, Number 1,79-117, 2018
12. Building lattices and zeta functions (joint with A. Deitmar and R. MacCallum), Advances in Geometry, 2019
13. Twisted Poincaré series and zeta functions on finite quotients of buildings (joint with  R. MacCallum ),Journal of Algebraic Combinatorics, Volume 49, Number 3, 309-336 

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