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Master Thesis - Department of Computer Science

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We have associated each face database with a fingerprint database and thus ob-<br />

tained 4 possible combinations: (i) PIE & F PA, (ii) PIE & F PB, (iii) ORL & F PA<br />

and (iv) ORL & F PB. For each combination <strong>of</strong> a face and fingerprint database, total<br />

number <strong>of</strong> virtual test samples for a subject are obtained by all possible combina-<br />

tion <strong>of</strong> test samples provided for the corresponding subject from face and fingerprint<br />

databases. For example, for the combination <strong>of</strong> PIE and F PA databases the number<br />

<strong>of</strong> virtual test samples per person is 170 (=34*5). We have created two and four dif-<br />

ferent test sets (also corresponding train and validation) for each face and fingerprint<br />

databases respectively. T esti denotes i th test set for any database. For a particular<br />

face and fingerprint database combination, T estij represents the combination <strong>of</strong> i th<br />

test set from face and j th test set from fingerprint database. PCA [123] is used for<br />

extracting features from face. We have used PCA to keep the performance <strong>of</strong> base<br />

classifier for face reasonably weak and thus allow some space for fusion techniques to<br />

perform better than that <strong>of</strong> the base classifiers. The algorithm for fingerprint match-<br />

ing have been adopted from existing literature [55] [100] [49], using elastic graph<br />

matching technique over a minutiae feature set.<br />

As described in Section 5.2 and in Section 5.3, the distribution <strong>of</strong> a database<br />

should be in four disjoint sets as train, validation1, validation2 and test sets. Three<br />

set pairs {Train, validation1}, {Train, validation2} and {Train, Test} in feature<br />

space, create train, validation and test response vector sets in classifier output space.<br />

Validation response vector set is needed to check the availability <strong>of</strong> class specific in-<br />

formation and applicability <strong>of</strong> LDA or nonparametric LDA in classifier output space.<br />

If the application <strong>of</strong> LDA or nonparametric LDA-based eigenmodel produces better<br />

performance than that <strong>of</strong> direct classifier output on validation response vector set,<br />

then we can utilize the scope <strong>of</strong> strengthening our base classifiers using LDA and<br />

nonparametric LDA. Intuitively, a stronger base classifier always helps to enhance<br />

combination performance, as it helps to enhance mean accuracy <strong>of</strong> a classifier en-<br />

semble it belongs to. This is evident from our experimental results provided in this<br />

section. In our experimentation, we assume the test set to be same as validation2 for<br />

the following reasons:<br />

• The number <strong>of</strong> samples per class for fingerprint is too small to divide in four<br />

110

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