Minimal Sufficient $|sigma$-Fields and Minimal Sufficient Statistics. Two Counterexamples

  • Landers D
  • Rogge L
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Abstract

In this paper there are solved two problems raised by Bahadur(1954) which concern the relation between the existence of a minimal sufficient sigma-field and the existence of a minimal sufficient statistic. Two examples show that the existence of a minimal sufficient sigma-field is neither necessary nor sufficient for the existence of a minimal sufficient statistic

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Landers, D., & Rogge, L. (1972). Minimal Sufficient $|sigma$-Fields and Minimal Sufficient Statistics. Two Counterexamples. The Annals of Mathematical Statistics, 43(6), 2045–2049. https://doi.org/10.1214/aoms/1177690882

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