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Faculty - Statistics

  • Professor High dimensional time series analysis
  • BAEK, CHANG RYONG 홈페이지 바로가기

Research Interest

Sparse modelling in High dimensional Time series 
Long range dependence (LRD) phenomenon in time series analysis 
change-point analysis, heavy-tail phenomenon

Education

  • Ph.D. in Statistics (2010), University of North Carolina at Chapel Hill
  • Advisor: Vladas Pipiras
  • M.S. in Statistics (2005), Seoul National University, Seoul, Korea
  • Advisor: Byeong-Uk Park
  • B.S. in Statistics (2003), Seoul National University, Seoul, Korea

Experience

  • March 2021: Professor, Department of Statistics, Sungkyunkwan University
  • March 2015 - Feb 2021 : Associate Professor, Department of Statistics, Sungkyunkwan University
  • March 2013 - Feb 2015: Assistant Professor, Department of Statistics, Sungkyunkwan University
  • Sep 2010 - May 2013: Assistant Professor, Department of Mathematics, Ohio University

Journal Articles

  • (2023)  LOCAL WHITTLE ESTIMATION OF HIGH-DIMENSIONAL LONG-RUN VARIANCE AND PRECISION MATRICES.  ANNALS OF STATISTICS.  51,  6
  • (2023)  TEST OF CHANGE POINT VERSUS LONG-RANGE DEPENDENCE IN FUNCTIONAL TIME SERIES.  JOURNAL OF TIME SERIES ANALYSIS.  1,  1
  • (2023)  Detection of multiple change-points in high-dimensional panel data with cross-sectional and temporal dependence.  STATISTICAL PAPERS.  1,  1
  • (2023)  Detecting Changes in Correlation Networks with Application to Functional Connectivity of fMRI Data.  PSYCHOMETRIKA.  88,  2
  • (2022)  Volatility changes in cryptocurrencies: evidence from sparse VHAR-MGARCH model.  APPLIED ECONOMICS LETTERS.  1,  1
  • (2021)  Robust test for structural instability in dynamic factor models.  ANNALS OF THE INSTITUTE OF STATISTICAL MATHEMATICS.  73,  4
  • (2021)  Sparse vector heterogeneous autoregressive modeling for realized volatility.  JOURNAL OF THE KOREAN STATISTICAL SOCIETY.  50,  2
  • (2021)  Two sample tests for high-dimensional autocovariances.  COMPUTATIONAL STATISTICS DATA ANALYSIS.  153,  1
  • (2020)  Block wild bootstrap-based CUSUM tests robust to high persistence and misspecification.  COMPUTATIONAL STATISTICS & DATA ANALYSIS.  150,  106996
  • (2020)  Asymptotics of bivariate local Whittle estimators with applications to fractal connectivity.  JOURNAL OF STATISTICAL PLANNING AND INFERENCE.  205, 
  • (2020)  Factor-augmented HAR model improves realized volatility forecasting.  APPLIED ECONOMICS LETTERS.  27,  12
  • (2019)  Detecting structural breaks in realized volatility.  COMPUTATIONAL STATISTICS & DATA ANALYSIS.  134, 
  • (2018)  Periodic dynamic factor models: estimation approaches and applications.  ELECTRONIC JOURNAL OF STATISTICS.  12,  2
  • (2017)  Sparse seasonal seasonal and periodic vector autoregressive modeling.  COMPUTATIONAL STATISTICS & DATA ANALYSIS.  106,  1
  • (2015)  A piecewise polynomial trend against long range dependence.  JOURNAL OF THE KOREAN STATISTICAL SOCIETY.  44,  3
  • (2015)  TESTS FOR VOLATILITY SHIFTS IN GARCH AGAINST LONG-RANGE DEPENDENCE.  JOURNAL OF TIME SERIES ANALYSIS.  36,  2
  • (2014)  On integral representations of operator fractional Brownian fields.  STATISTICS & PROBABILITY LETTERS.  92, 
  • (2014)  On distinguishing multiple changes in mean and long-range dependence using local Whittle estimation.  ELECTRONIC JOURNAL OF STATISTICS.  8,