The ministat command calculates fundamental statistical properties of numeric data in the specified files
or, if no file is specified, standard input.
The options are as follows:
-A Just report the statistics of the input and relative comparisons, suppress the ASCII-art
plot.
-n Just report the raw statistics of the input, suppress the ASCII-art plot and the relative
comparisons.
-s Print the average/median/stddev bars on separate lines in the ASCII-art plot, to avoid
overlap.
-Ccolumn Specify which column of data to use. By default the first column in the input file(s) are
used.
-cconfidence_level
Specify desired confidence level for Student's T analysis. Possible values are 80, 90, 95,
98, 99 and 99.5 %
-ddelimiter
Specifies the column delimiter characters, default is SPACE and TAB. See strtok(3) for
details.
-wwidth Width of ASCII-art plot in characters. The default is the terminal width, or 74 if standard
output is not a terminal.
A sample output could look like this:
$ ministat -s -w 60 iguana chameleon
x iguana
+ chameleon
+------------------------------------------------------------+
|x * x * + + x +|
| |________M______A_______________| |
| |________________M__A___________________| |
+------------------------------------------------------------+
N Min Max Median Avg Stddev
x 7 50 750 200 300 238.04761
+ 5 150 930 500 540 299.08193
No difference proven at 95.0% confidence
If ministat tells you, as in the example above, that there is no difference proven at 95% confidence, the
two data sets you gave it are for all statistical purposes identical.
You have the option of lowering your standards by specifying a lower confidence level:
$ ministat -s -w 60 -c 80 iguana chameleon
x iguana
+ chameleon
+------------------------------------------------------------+
|x * x * + + x +|
| |________M______A_______________| |
| |________________M__A___________________| |
+------------------------------------------------------------+
N Min Max Median Avg Stddev
x 7 50 750 200 300 238.04761
+ 5 150 930 500 540 299.08193
Difference at 80.0% confidence
240 +/- 212.215
80% +/- 70.7384%
(Student's t, pooled s = 264.159)
But a lower standard does not make your data any better, and the example is only included here to show
the format of the output when a statistical difference is proven according to Student's T method.