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+%%%
+%%% Layer activity
+%%%
+
+\myprogram{{reinforcement.py}}
+ {compute the probability to have a link between two nodes in layer $1$ given their weight in layer $2$.}
+ {$<$layer1$>$ $<$layer2$>$ $<N_{bins}>$ $<min_{value}>$ $<max_{value}>$}
+
+\mydescription{Compute and print on output the probability to have a link between two nodes in layer $1$ given their weight in layer $2$.
+As input are given the files \textit{layer1}, \textit{layer2}, the number of bins for the link weights of the second layer, the minimum and the maximum values of the binning.
+
+ The first file contains the binary edge list of layer $1$, the second file contains the weighted edge list of layer $2$. each
+ line is in the format:
+
+ \hspace{0.5cm}\textit{bin\_min} \textit{bin\_max} \textit{freq}
+
+ where \textit{bin\_min} and \textit{bin\_max} are the minimum and maximum values of the link weights of layer $2$ in that binning, and \textit{freq} is the probability to have a link on layer $1$ given such weight in layer $2$.}
+
+\myreturn{A list of lines, where the n-th line is the minimum and maximum values of the weight of the links in layer $2$ in the n-th bin, and the frequency to have a link on layer $2$ given that weight.}
+
+\myreference{\refmetrics}