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    Cover of Statistical Inference as Severe Testing

    Statistical Inference as Severe Testing

    Deborah G. Mayo · 2018

    Data & StatisticsMathematics
    Open LibraryAmazon
    Stats for nerds
    2recommend
    4mentions
    3people
    2019–2022years
    50% recommend25% neutral25% critical

    Mentions per year

    2019202020212022

    What Hacker News says

    1. kkonceviciusJan 2022
      A book by Deborah Mayo "Statistical Inference as Severe Testing" might fit.
      thread
    2. learnfromerrorJan 2019
      Might I mention my book (Statistical Inference as Severe Testing: How to Get Beyond the Science Wars (Mayo CUP)). https://twitter.com/learnfromerror/status/107197020637171302... I did not know of Hacker news but was trying to trace why my blog errorstatstics.com got its maximal # of hits in over 7 years as a result of my posting their letter on the ASA Statement Now I'll disappear.
      thread
    3. FabHKAug 2022
      Thanks for the Mayo recommendation. I am currently going through her Statistical Inference as Severe Testing, and find it very tiring. So far very little is about actual statistics and the meat of disputes, but rather about meta questions and the he-said, she-said of those disputes. Maybe the prior book Error and the Growth of Experimental Knowledge is a better exposition of the ideas?
      thread
    4. learnfromerrorJan 2019
      The authors of the letter use “induction” to mean what I call a probabilism. Here probability is used to quantify degrees of belief, confirmation, plausibility support–whether absolute or comparative. This is rooted in the old idea of confirmation by enumerative induction. Conclusions of statistical tests go strictly beyond their premises, and it does not follow that we cannot assess the warrant of the inference without using a probabilism. They are qualified by the error probing capacities of the tools. A claim is severely tested when it is subjected to and passes a test that probably would have found it flawed if it is. The notion isn’t limited to formal testing, but holds as well for estimation, prediction, exploration and problem solving. You don’t have evidence for a claim if little if anything has been done to probe and rule out how it may be flawed. That is the minimal principle for evidence.

      Popper spoke similarly of corroboration only he was unable to cash it out. He wasn’t sufficiently well versed in statistics, and anyway, he wanted to distinguish corroboration from induction, as the latter was being used at the time. The same impetus led Neyman to speak of inference as an act (of inferring). I explain all this in my recent book, Statistical Inference as Severe Testing: How to Get Beyond the Statistics Wars (Mayo 2018,CUP. As I say there,

      “In my view an account of what is warranted and unwarranted to infer – a normative epistemology – is not a matter of using probability to assign rational beliefs, but to control and assess how well probed claims are.” (p. 54)

      thread

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