I need to plot a function f(x)
, where x
is discrete set of values (in my case positive integers). I couldn't find a way to specify a step-size when using the range option and samples doesn't seem to be the right solution. Finally, I would like to approximate f(x)
with a smooth function.
I don't quite understand why samples is not the solution to your problem.
If I want to plot sin(x) on an interval between 0 and 10 with a point at every integer I use
set xrange [0:10]
set sample 11
plot sin(x) w p
Obviously the number of samples is xmax-xmin+1 (10 - 0 + 1 = 11).
Finally to tackle the approximation problem have a look at this website which discusses linear least squares fitting. For simple linear interpolation use lp
instead of p
.
Or alternatively, play around with the ceil(x)
or floor(x)
functions.
Maybe have a look at this example: http://gnuplot.sourceforge.net/demo/prob2.html
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