Violin plot has tails that go beyond real data

Hi everyone,

I'm using the awesome "distributionPlot.m" from file exchange in order to plot some nice violins.

I've noticed that the violins have tails that don't reflect my data - it is under the lowest value and above the highest.

for example: here's violin of data that is ALL POSITIVE! how come it goes below zero?

appreciate any help,

shir

[Philip G]

What input arguments do you use for the distributionPlot function?

The plot has some histogram smoothing options as specified:

%       histOpt : histogram type to plot
%                   0 : use hist command (no smoothing, fixed number of
%                       bins)
%                   1 : smoothened histogram using ksdensity with
%                       Normal kernel. Default.
%                   1.1: smoothened histogram using ksdensity where the
%                       kernel is robustly estimated via histogram.m.
%                       Normal kernel.
%                   2 : histogram command (no smoothing, automatic
%                       determination of thickness (y-direction) of bins)

Any smoothed histogram might give you tails outside of where you data lies. Use Option "0" for a "true" histogram.

[shir shalom]

thank you so much!

i used it and indeed it doesn't create the tails, but it also not a nice violin (attached).

can i smooth it somehow?

Answer 1

[Ruggero G. Bettinardi]

Hi Shir,

I uploaded an updated version of 'distributionPlot' on my FileXchange page, 'distributionPlot_OnlyPositive'. This version of the function works exactly as the original one, but avoid violins whose lower tail go below zero.

NOTE that, however, as this function is still based on normal kernel smoothing, it does not guarantee to plot violins whose lower/upper tail extend only in the exact range of your input values. It does only guarantee not to plot violins with tails extending below zero.

HTH

Ruggero

[shir shalom]

OMG Ruggero that is amazing!

Thank you so much for taking the time to solve this issue on (the great) distributionPlot.m.

I will try it ASAP and let you know how it went.

Thanks for your help,

Shir