TY - GEN
T1 - Inferring feature relevances from metric learning
AU - Schulz, Alexander
AU - Mokbel, Bassam
AU - Biehl, Michael
AU - Hammer, Barbara
PY - 2015
Y1 - 2015
N2 - Powerful metric learning algorithms have been proposed in the last years which do not only greatly enhance the accuracy of distance-based classifiers and nearest neighbor database retrieval, but which also enable the interpretability of these operations by assigning explicit relevance weights to the single data components. Starting with the work [1], it has been noticed, however, that this procedure has very limited validity in the important case of high data dimensionality or high feature correlations: the resulting relevance profiles are random to a large extend, leading to invalid interpretation and fluctuations of its accuracy for novel data. While the work [1] proposes a first cure by means of L2-regularisation, it only preserves strongly relevant features, leaving weakly relevant and not necessarily unique features undetected. In this contribution, we enhance the technique by an efficient linear programming scheme which enables the unique identification of a relevance interval for every observed feature, this way identifying both, strongly and weakly relevant features for a given metric.
AB - Powerful metric learning algorithms have been proposed in the last years which do not only greatly enhance the accuracy of distance-based classifiers and nearest neighbor database retrieval, but which also enable the interpretability of these operations by assigning explicit relevance weights to the single data components. Starting with the work [1], it has been noticed, however, that this procedure has very limited validity in the important case of high data dimensionality or high feature correlations: the resulting relevance profiles are random to a large extend, leading to invalid interpretation and fluctuations of its accuracy for novel data. While the work [1] proposes a first cure by means of L2-regularisation, it only preserves strongly relevant features, leaving weakly relevant and not necessarily unique features undetected. In this contribution, we enhance the technique by an efficient linear programming scheme which enables the unique identification of a relevance interval for every observed feature, this way identifying both, strongly and weakly relevant features for a given metric.
U2 - 10.1109/SSCI.2015.225
DO - 10.1109/SSCI.2015.225
M3 - Konferencebidrag i proceedings
SN - 9781479975600
T3 - Proceedings - 2015 IEEE Symposium Series on Computational Intelligence, SSCI 2015
SP - 1599
EP - 1606
BT - Proceedings - 2015 IEEE Symposium Series on Computational Intelligence
PB - IEEE
ER -