TUESDAY 17 AUGUST 2010 09:00 - 10:45 PAIRED ... - netease.com
TUESDAY 17 AUGUST 2010 09:00 - 10:45 PAIRED ... - netease.com
TUESDAY 17 AUGUST 2010 09:00 - 10:45 PAIRED ... - netease.com
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A DISCONTINUITY TEST OF ENDOGENEITY<br />
Maria Carolina Caetano, University of California, Berkeley<br />
RANK ESTIMATION WITH CONTROL VARIABLES<br />
Koen Jochmans, CORE<br />
GENERALIZED JACKKNIFE ESTIMATORS OF WEIGHTED<br />
AVERAGE DERIVATIVES<br />
Michael Jansson, UC Berkeley<br />
Co-Authors: Matias Cattaneo, University of Michigan and Richard Crump,<br />
Federal Reserve Bank of New York<br />
14:15 - 16:15 VOLATILITY (ECO)<br />
Chairperson: Werner Ploberger, Washington<br />
University in St. Louis<br />
REALIZED GARCH: A COMPLETE MODEL OF RETURNS AND<br />
REALIZED MEASURES OF VOLATILITY<br />
Peter Reinhard Hansen, Stanford University, department of Economics<br />
Co-Authors: Zhuo Huang, Stanford University and Howard Howan Shek,<br />
Stanford University<br />
GOOD VOLATILITY, BAD VOLATILITY:SIGNED JUMPS AND THE<br />
PERSISTENCE OF VOLATILITY<br />
Kevin Sheppard, University of Oxford<br />
Co-Author: Andrew Patton, Duke University<br />
STOCHASTIC COVARIANCE MODELS<br />
Manabu Asai, Soka University<br />
Co-Author: Mike So, The Hong Kong University of Science and<br />
Technology<br />
AN IMPROVED ESTIMATOR FOR THE INTEGRATED VOLATILITY<br />
Werner Ploberger, Washington University in St. Louis<br />
Co-Author: Taesuk Lee, University of Rochester<br />
14:15 - 16:15 FRACTIONAL INTEGRATION (ECO)<br />
Chairperson: Richard Baillie, Michigan State<br />
University<br />
THE GENERALIZED COCHRANE-ORCUTT TRANSFORMATION<br />
ESTIMATION FOR SPURIOUS AND FRACTIONAL SPURIOUS<br />
REGRESSIONS<br />
Shin-Huei Wang,<br />
Co-Author: Cheng Hsiao, University of Southern California<br />
MAXIMUM LIKELIHOOD ESTIMATION OF FRACTIONALLY<br />
COINTEGRATED SYSTEMS<br />
Katarzyna Lasak, CREATES, Aarhus University<br />
TESTING THE ORDER OF FRACTIONAL INTEGRATION IN PANEL<br />
DATA MODELS<br />
Fredrik Andersson, Lund University<br />
CONFIDENCE INTERVALS FOR IMPULSE RESPONSE WEIGHTS<br />
FROM STRONGLY DEPENDENT PROCESSES<br />
Richard Baillie, Michigan State University<br />
Co-Author: George Kapetanios, Queen Mary University of London<br />
Room 5I<br />
Room 5J