> ---------- Forwarded message ----------
> From: Willem Ferguson <[email protected]>
> To: Subsurface Mailing List <[email protected]>
> Cc:
> Bcc:
> Date: Thu, 14 May 2020 21:04:14 +0200
> Subject: Fwd: Re: RFC: Statistics in Subsurface
>
> ….snip....
> I attach a suggestion that, to me, what it does is to actually plot the
> raw data points and show what the mean value for each dataset is (red
> bar). This is much more usable than a mere report of min, mean, max. For
> instance, for the wetsuit dataset, the bottom two points are probably
> outliers (possibly erroneous cylinder pressures or cylinder type entered
> into the dive log?) and one might consider not using these to interpret
> the data. For wetsuit, it appears that SAC mostly varies between 13 and
> 21, and that the min and max values indicated are not necessarily so
> useful. For the semidry suit data, the data points are much more
> cohesive and the min and max values plotted are possibly more useful. It
> depends on the person looking at the graph to use the min and max as
> plotted, or to use some other way of interpretation. This would provide
> a good impression of the distribution of the SAC data for each suit type
> and still provide mean, max and min values. And I think most persons
> should be able to interpret the diagram easily?
>

I know this plot as a 'beeswarm'.  I'm not sure if that's a universally
used term, but I use those in Spotfire (a large statistics tool).  I
thought I should show the same type of plot that contains a bit more data,
because it changes the view somewhat.  So here's a collection of data with
more than 100 data points, categorized 7 different ways.  I've cut out the
labels because this isn't data extracted from anything remotely associated
with diving.
[image: image.png]

Is this clear to people?  I love beeswarm for my job. I do find these tend
to balloon outwards (in width) as the data population increases.

I'm not sure beeswarm is so clear to the average diver, but maybe I
underestimate the userbase.

...Hartley

>
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