On Sat, Apr 18, 2015 at 9:25 PM, Sturla Molden <sturla.mol...@gmail.com> wrote:
> <josef.p...@gmail.com> wrote:
>
>>> Re. "We should therefore never compute p-values": I assume that you meant
>>> that within the narrow context of regression, and not, e.g., in the context
>>> of tests of distribution.
>>
>> Sturla means: No null hypothesis testing at all
>
> Not really, I mean "no p-values for inferential statistics".

Good, I was reading your previous comments on the topic as being
against all frequentist null hypothesis testing.

Note. The editors of Basic and Applied Social Psychology are also
banning confidence intervals.


>
> A null hypothesis test is also just a matter of model selection: In the
> case of the classical t-test, the null hypothesis is a model selection
> between one model with a single parameter x ~ N(sigma,0) and the
> alternative hypothesis is a model with two parameters, x ~ N(sigma,mu). If
> the mean is actually 0, adding an additional parameter mu should overfit
> the data. You can e.g. see this on the BIC value.
>
>
>> and the editors of one journal agree with this
>>
>> https://groups.google.com/d/msg/pystatsmodels/e8aTj2ydyFI/odkShG2K3wwJ
>> http://www.scientificamerican.com/article/scientists-perturbed-by-loss-of-stat-tool-to-sift-research-fudge-from-fact/
>
> Epidemiology also has a ban on p-values for more than 10 years, due to its
> founding editor. The ban was lifted when they changed editor 2001, but the
> quality of the publications dropped when p-values were reintroduced.
>
> http://journals.lww.com/epidem/fulltext/2001/05000/the_value_of_p.2.aspx


"
Does all this mean a change in Epidemiology’s policy on P-values? It
may be no more than a change in perception. We will not ban P-values.
But neither did Rothman. He called for caution, and we do the same.
The question is not whether the P-value is intrinsically bad, but
whether it too easily substitutes for the thoughtful integration of
evidence and reasoning. Given the P-value’s blighted history,
researchers who would employ the P-value take on a particularly heavy
burden to do so wisely.
"
I have no disagreement with that.
p-values are only one of our five columns in the results parameter table.

I refrain from any other comments that might overlap quite a bit with
previous discussions that we had.

Josef

>
> The editors of Journal of Physiology have (beginning from last year)
> started to request confidence intervals instead of p-values. I know this
> because collegues in Oslo have gotten papers returned and been instructed
> to change all their analysis away from using p-values. This was not in the
> journal's instructions to authors, so it came as a surprise.
>
> I agree with the editors of Basic and Applied Social Psychology on their
> ban on p-values and classical hypothesis testing. Inferential statistics is
> seldom used correctly. Most scientists do not have the competence to know
> when to use descriptive statistics and when to use inferential statistics,
> it seems. The common practice is to always use inferential statistics, even
> when inappropriate. Thus we see papers littered with p-values. It is for
> the common good to just ban inferential statistics all together. Instead
> the editors of BASP request descriptive statistics and good graphs. The
> inference can then be done qualitatively. If an effect is not visible by
> eye balling, then it is likely not there (or at least not important). The
> scale and resolution used on a graph should reflect the relevant effect
> sizes. If the scale makes a tiny effect invisible on a graph, then it is
> not relevant even if present. This is not a new and unproven method to
> science, Isaac Newton and Albert Einstein did this too. Descriptive
> statistics combined with qualitative inference is an old and proven method
> that everyone can use correctly. Of course it would be better if scientists
> actually had the competence to use inferential statistics correctly.
> Unfortunately everything suggests that few scientists do, at least outside
> the fields of statistics and machine learning.
>
>
>> Fortunately for statsmodels, there is a large part of the world that
>> also want to know about which variables affect a event or
>> characteristic, instead of just doing best prediction with anonymous
>> variables
>
> Model selection can be blind or driven by domain-specific knowledge. In the
> latter case, we are better off using Bayesian statistics, because when
> using knowledge of a subject as guide we are including prior information in
> our analysis. Then it is better to be specific about that.
>
>
> Sturla
>
>
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