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Postdoc Seminars

Statistical inference for failure time data from a two-phase probability-dependent sampling scheme

  • 2023-05-10 (Wed.), 14:00 PM
  • Auditorium, B1F, Institute of Statistical Science;The tea reception will be held at 15:00.
  • Lecture in Mandarin. Online live streaming through Cisco Webex will be available.
  • Mr. Shih-Hua Chen
  • National Yang Ming Chiao Tung University

Abstract

Some large cohort studies could cost hundreds of millions of dollars. Due to the limited budget, researchers are seeking for cost-effective designs. In this paper, we consider a two-phase probability dependent sampling scheme for failure time data, where one selects a simple random sample at the first phase and targets more informative subjects based on a certain probability at the second phase. Simulation studies show that the proposed estimator outperformed two competitive estimators, one from a simple random sample of the same sample size and the other from the outcome-dependent sampling design. We also develop the optimal allocation of the subsamples for the two-phase probability dependent sampling scheme under the fixed sample size. We then apply our proposed design and estimator to the Busseltion Health Study.

Keywords:two-phase probability dependent sampling; failure time data; accelerated failure time model; optimal design

Please click here for participating the talk online

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Update:2023-05-03 15:12
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