Fig. 11

The product between the matrix of moments M_E, where the order of moments are given by the corresponding entries in \(M_{\mathcal {D}}\) (Fig. 10b), the gamma vector \(V_{\mathcal {\gamma }}\) of the powers of γ, where the exponents are the number of edges of each motif in the TIAS \(\mathcal {T}\) of the 4-nodes path Fig. 10a, and the sign vector \(V_{\mathcal {S}}\), containing the signs of all motifs in \(\mathcal {T}\) gives as result the vector \(V_{\mathcal {\mu }}\) of non-induced occurrence probabilities of all motifs in \(\mathcal {T}\)