Fast tagging of natural sounds using marginal co-regularization
2017 IEEE International Conference on Acoustics, Speech and Signal …, 2017•ieeexplore.ieee.org
Automatic and fast tagging of natural sounds in audio collections is a very challenging task
due to wide acoustic variations, the large number of possible tags, the incomplete and
ambiguous tags provided by different labellers. To handle these problems, we use a co-
regularization approach to learn a pair of classifiers on sound and text. The first classifier
maps low-level audio features to a true tag list. The second classifier maps actively
corrupted tags to the true tags, reducing incorrect mappings caused by low-level acoustic …
due to wide acoustic variations, the large number of possible tags, the incomplete and
ambiguous tags provided by different labellers. To handle these problems, we use a co-
regularization approach to learn a pair of classifiers on sound and text. The first classifier
maps low-level audio features to a true tag list. The second classifier maps actively
corrupted tags to the true tags, reducing incorrect mappings caused by low-level acoustic …
Automatic and fast tagging of natural sounds in audio collections is a very challenging task due to wide acoustic variations, the large number of possible tags, the incomplete and ambiguous tags provided by different labellers. To handle these problems, we use a co-regularization approach to learn a pair of classifiers on sound and text. The first classifier maps low-level audio features to a true tag list. The second classifier maps actively corrupted tags to the true tags, reducing incorrect mappings caused by low-level acoustic variations in the first classifier, and to augment the tags with additional relevant tags. Training the classifiers is implemented using marginal co-regularization, pair of which draws the two classifiers into agreement by a joint optimization. We evaluate this approach on two sound datasets, Freefield1010 and Task4 of DCASE2016. The results obtained show that marginal co-regularization outperforms the baseline GMM in both efficiency and effectiveness.
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