Fig. 5
From: Assignment of structural domains in proteins using diffusion kernels on graphs
Clustering contingency table. For a pair of domain decompositions (predicted versus actual) with w and q domains, respectively, a contingency table is a \({(w+1)}\times {(q+1)}\) table (including summation row and column) in which each element \(n_{ij}\) shows the number of the amino acids that are members of the domain i in the predicted decomposition and the domain j in the actual decomposition. Also, \(a_i\) and \(b_i\) show the sum of the values in ith row and column, respectively