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TESI DOCTORAL - La Salle

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Chapter 5. Multimedia clustering based on cluster ensembles<br />

when compared to their unimodal counterparts, constitute, in most cases, a better option.<br />

Intermodal vs unimodal and multimodal consensus clustering<br />

Furthermore, we have also investigated whether the combination of unimodal and multimodal<br />

consensus clusterings (i.e the execution of intermodal consensus processes) can lead<br />

to the obtention of better partitions.<br />

For this reason, table 5.6 presents the detailed results corresponding to the comparison of<br />

the intermodal consensus clustering solutions with respect to their unimodal and multimodal<br />

counterparts, across all the data sets and consensus functions. Once again, such comparison<br />

is twofold, as it takes into account the percentage of experiments in which intermodal<br />

consensus is better than unimodal and multimodal, and the relative percentage φ (NMI)<br />

differences between them (taking the unimodal and multimodal consensus clusterings as a<br />

reference).<br />

If averages across data collections and consensus functions are taken, the following results<br />

are obtained: when compared to the unimodal consensus clusterings, intermodal consensus<br />

are better than them in a 59.5% of the experiments conducted, attaining an average relative<br />

φ (NMI) gain of 2821.7% with respect to them. That is, intermodal consensus clusterings are,<br />

in general terms, superior to their unimodal counterparts. Possibly the clearest exceptions<br />

to this rule are found in the audio modality of the CAL500 data set and the image mode<br />

of the Corel collection.<br />

However, intermodal consensus clusterings are superior to their multimodal counterparts<br />

in just a 34.7% of the occasions, reaching a quality that, measured in average relative φ (NMI)<br />

percentage terms, is a 65.5% better. Thus, as already suggested by the boxplots charts<br />

presented in figures 5.3 to 5.6, intermodal consensus clusterings tend to become a trade-off<br />

between the multimodal and unimodal consensus clustering solutions it is based on.<br />

Furthermore, if the quality of the intermodal consensus clustering is contrasted to that of<br />

the cluster ensemble it is created upon (that is, the one compiling both unimodal and multimodal<br />

clusterings), we obtain that it is better than the 52.9% of its components —recall that<br />

this percentage was 49.2% and 56.5% when referred to the unimodal and multimodal consensus<br />

clusterings, which reinforces the notion that, in general terms, intermodal consensus<br />

is a trade-off between its unimodal and multimodal counterparts.<br />

Notice that pretty different situations are found among the data sets used in this experiment.<br />

For instance, the intermodal consensus clustering is clearly inferior to its multimodal<br />

conterpart on the IsoLetters data set, whereas quite the opposite is observed on the InternetAds<br />

collection. Therefore, we consider that creating an intermodal consensus clustering<br />

is a pretty generic way of proceeding, as sometimes it can be advantageous to combine unimodal<br />

and multimodal consensus clusterings. Its eventual inferior quality (when compared<br />

to either its unimodal and multimodal counterparts) can be compensated by the consensus<br />

self-refining procedure presented in section 5.2. The results of applying it on the intermodal<br />

consensus clustering λc are described in the following section.<br />

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