Recursive partitioning technique for combining multiple classifiers
Various methods of reducing correlation between classifiers in a multiple classifier framework have been attempted. Here we propose a recursive partitioning technique for analysing feature space of multiple classifier decisions. Spectral summation of individual pattern components in intermediate feature space enables each training pattern to be rated according to its contribution to separability, measured as k-monotonic constraints. A constructive algorithm sequentially extracts maximally separable subsets of patterns, from which is derived an inconsistently classified set (ICS). Leaving out random subsets of ICS patterns from individual (base) classifier training sets is shown to improve performance of the combined classifiers. For experiments reported here on artificial and real data, the constituent classifiers are identical single hidden layer MLPs with fixed parameters.
partition multiple classifier spectral separable constructive mlp binary feature ensemble monotonic support vector