郭錕霖
Kun-Lin Kuo
國立高雄大學統計學研究所
Institute of Statistics, National University of Kaohsiung

現況

現職

國立高雄大學統計學研究所助理教授
國立高雄大學教務處招生組組長
國立高雄大學校務研究辦公室執行暨諮詢顧問

聯絡

研究室:國立高雄大學理學院314室
地址:81148高雄市楠梓區高雄大學路700號統計所
電話:07-5919523(統計所,分機7523) 07-5919041(招生組,分機8240)
傳真:07-5919360(統計所)07-5919049(招生組)
信箱:klkuo@nuk.edu.tw



著作

期刊論文

  1. K.-L. Kuo and Y.J. Wang (2018) Pseudo-Gibbs sampler for discrete conditional distributions. Accepted by Annals of the Institute of Statistical Mathematics.

  2. K.-L. Kuo and Y.J. Wang (2018) Simulating conditionally specified models. Journal of Multivariate Analysis 167, 171-180.

  3. K.-L. Kuo and T.J. Jiang (2018) A revisit of the distribution of linear combinations of Dirichlet components. Communications in Statistics – Theory and Methods 47, 509-520.

  4. K.-L. Kuo, C.-C. Song and T.J. Jiang (2017) Exactly and almost compatible joint distributions for high-dimensional discrete conditional distributions. Journal of Multivariate Analysis 157, 115-123.

  5. J.M. Dickey, T.J. Jiang and K.-L. Kuo (2013) Distribution of functionals of a Ferguson-Dirichlet process over an n-dimensional ball. Journal of Multivariate Analysis 120, 216-225.

  6. K.-L. Kuo and Y.J. Wang (2013) A fresh look at the running time analysis for the Gibbs sampler. Communications in Statistics – Simulation and Computation 42, 1815-1823.

  7. K.-L. Kuo and Y.J. Wang (2011) A simple algorithm for checking compatibility among discrete conditional distributions. Computational Statistics and Data Analysis 55, 2457-2462

  8. C.-C. Song, L.-A. Li, C.-H. Chen, T.J. Jiang and K.-L. Kuo (2010) Compatibility of finite discrete conditional distributions. Statistica Sinica 20, 423-440

  9. Y.J. Wang and K.-L. Kuo (2010) Compatibility of discrete conditional distributions with structural zeros. Journal of Multivariate Analysis 101, 191-199.

  10. K.-L. Kuo (2009) Compatible non-normalized conditional densities. Journal of the Chinese Statistical Association 47, 104-112.

  11. T.J. Jiang and K.-L. Kuo (2008) Distribution of a random functional of a Ferguson-Dirichlet process over the unit sphere. Electronic Communications in Probability 13, 518-525.

  12. T.J. Jiang, J.M. Dickey and K.-L. Kuo (2004) A new multivariate transform and the distribution of a random functional of a Ferguson-Dirichlet process. Stochastic Processes and their Applications 111, 77-95.

小品文章

  1. 郭錕霖 (2008) 縮圖與Pick公式。 數學傳播,32(4),56-65。

  2. 郭錕霖 (2008) 橢圓內部點與兩邊界點形成之面積。 數學傳播,32(2),13-18。

  3. 姜志銘、宋傳欽、郭錕霖 (2008) 主成份分析在木球運動表現與教學上的運用。 統計薪傳,8(1),1-14。

  4. 宋傳欽、姜志銘、郭錕霖 (2003) 影響青少年木球運動表現因素的研究。 統計薪傳,3(2),127-144。



計畫

科技部(國科會)專題研究計畫

  • 動態取樣策略 MOST 105-2118-M-390-002
  • 吉氏取樣:推廣與應用 MOST 104-2118-M-390-001
  • 基於偽吉氏分佈之多變量K樣本檢定 MOST 103-2118-M-390-002
  • 非全條件分配之吉氏取樣 NSC 102-2118-M-390-002
  • 吉氏取樣法的收斂診斷樣 NSC 101-2118-M-390-001
  • 不相容的吉氏取樣 NSC 100-2118-M-390-003

科技部大專學生研究計畫

  • 網絡分析在教學意見調查資料的應用



學經歷

  • 2015.08-迄今 國立高雄大學校務研究辦公室執行暨諮詢顧問
  • 2014.08-迄今 國立高雄大學教務處招生組組長
  • 2011.08-迄今 國立高雄大學統計學研究所助理教授
  • 2008.08-2011.07 中央研究院院級一般博士後研究學者
  • 2002.09-2008.07 國立政治大學應用數學系博士(指導老師:姜志銘教授)
  • 1999.09-2002.06 國立政治大學應用數學系碩士(指導老師:姜志銘教授)
  • 1995.09-1999.06 東海大學數學系學士



國際演講

  • Simulating conditionally specified models. European Meeting of Statisticians, Helsinki, Finland, July 24-28, 2017.
  • Pseudo-Gibbs distributions for incompatible conditional models. World Congress in Probability and Statistics, Toronto, Canada, July 11-15, 2016.
  • Gibbs sampling on non-full conditional distributions. European Meeting of Statisticians, Amsterdam, Netherlands, July 06-10, 2015.
  • Nonparametric inference for network statistics. International Congress of Mathematicians, Seoul, Korea, August 13-21, 2014.
  • Pseudo-Gibbs distribution and its application on multivariate two sample test. European Meeting of Statisticians, Budapest, Hungary, July 20-25, 2013.
  • A history-dependent algorithm for social structure and patterns of social interactions. Sunbelt Social Networks Conference, Trento, Italy, June 29-July 04, 2010.
  • Fundamental properties on Gibbs distributions. ISI-ISM-ISSAS Joint Conference, Kolkata, India. January 21-22, 2010.