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  3. Generalized empirical likelihood inference for nonsmooth moment functions with non-ignorable missing values
  1. Home
  2. Publications
  3. Generalized empirical likelihood inference for nonsmooth moment functions with non-ignorable missing values

Generalized empirical likelihood inference for nonsmooth moment functions with non-ignorable missing values

Authors:
  • PZPuying Zhao
    Puying Zhao
  • Niansheng Tang
    Niansheng Tang
  • HZHongtu Zhu
    Hongtu Zhu
Publisher website
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  • 1 January 2020
    • journal article
    • research article
    • Published by Statistica Sinica (Institute of Statistical Science) in Statistica Sinica
    • Vol. 30  (1) , 217-249
    • DOI:10.5705/ss.202017.0042
Abstract
No abstract available
Keywords
  • GENERALIZED EMPIRICAL LIKELIHOOD
  • IDENTIFICATION
  • INSTRUMENTAL VARIABLE
  • NONIGNORABLE MISSING DATA
  • NONSMOOTH MOMENT CONDITIONS
  • SIMULATED ANNEALING ALGORITHM
Cited by 4 articles
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