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Fisher information, sufficiency, and ancillarity: some clarifications

机译:Fisher信息,充足性和便利性:一些说明

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摘要

Misconceptions are many when it comes to Fisher information, sufficiency, and ancillarity, especially among beginners. Many believe that (mathcal I _{T_{1}}(theta )+mathcal I _{T_{2}}(theta )) should equal (mathcal I _{T_{1}+T_{2}}(theta )) for all (theta ). We exhibit precise scenarios where (mathcal I _{T_{1}+T_{2}}(theta )) is (<, =,) or (>mathcal I _{T_{1}}(theta )+mathcal I _{T_{2}}(theta )) for all (theta ). Then, we clarify the process of verifying ancillarity of a statistic with concrete examples.
机译:在Fisher信息,充足性和便利性方面存在很多误解,尤其是对于初学者。许多人认为(数学I _ {T_ {1}}(theta)+数学I _ {T_ {2}}(theta))应该等于(数学I _ {T_ {1} + T_ {2}}(theta) )的所有(theta)。我们展示了精确的场景,其中(数学I _ {T_ {1} + T_ {2}}(theta))是(<,=,)或(>数学I _ {T_ {1}}(theta)+数学I _所有(theta)的{T_ {2}}(theta)。然后,我们将通过具体示例阐明验证统计量相似性的过程。

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