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研究員 |   黃啟瑞

 



聯絡資訊
  • Email : crhwang$\color{red}{@}$sinica.edu.tw
  • Phone:+886 2 2368-5999 ext. 738
  • Fax:    +886 2 2368-9771
  相關連結

學歷
  • Ph.D. in Applied Mathematics 美國布朗大學 (1974-1978)
  • B.S. in Mathematics 台灣大學 (1968-1972)
  研究專長
  • 機率論

經歷
  • Advisory Committee on Mathematics, NSC, Taiwan, 1993-1995 2011-2013
  • Member Advisory Committee on Mathematics, NSC, Taiwan 2011-2013
  • Council Member The Mathematical Society of Taiwan 2008 -
  • Editor Board Sankhya 2006 -
  • Committee Member Assessment and Evaluation of Universities, Ministry of Education, Taiwan 2005/3 - 2005-9
  • Director Mathematics Research Promotion Center, NSC, Taiwan 2002 - 2004
  • Council Member Bernoulli Society 2001 -2005
  • Associate Editor Statistica Sinica 1999-2002
  • President The Probability and Mathematical Statistics Society,Taiwan 1998 - 2001
  • Chairman EAPRC, Bernoulli Society 1997 - 2001
  • Member Committee for the Revival of the East Asian and Pacific Regional Committee, Bernoulli Society 1995 - 1997
  • Director Institute of Mathematics, Academia Sinica 1993-1996
  • Member Advisory Committee on Mathematics, NSC, Taiwan 1993 - 1995
  • Council Member The Probability and Mathematical Statistics Society,Taiwan 1992 -2010
  • Council Member The Mathematical Society of Taiwan 1991 - 1999
  • Deputy Director Institute of Mathematics, Academia Sinica 1987-1993
  • Editor Board Soochow Journal of Mathematics 1986-2007
  • Editor Board Bulletin of the Institute of Mathematics, Academia Sinica 1985-2005
  • Research Fellow Institute of Mathematics, Academia Sinica 1982-
  • Associate Research Fellow Institute of Mathematics, Academia Sinica 1979-1982
  • Research Associate Division of Applied Mathematics, Brown University 1978-1979
  • Committee Member Various International Conferences
  • Committee Member Various Committees in Academia Sinica

研究簡介

Dr. Hwang's research interest is Probability theory. He investigates stochastic system with Markovian structure or arisen from real life applications. Accelerating convergence of Markov processes by anti-symmetric perturbations to a common underlying equilibrium, variance reduction in calculation of expectations, optimal updating schemes are among the main topics. The analysis of the spectral gap of anti-symmetric perturbations of Laplacian and a probabilistic approach for
the convergence rate of non-reversible processes are some of the related problems. The empirical invariances from the stock market as well as the corresponding stochastic structures are also his interests.  


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