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Master Thesis - Department of Computer Science

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determined by logistic regression.<br />

• Measurement level: The output <strong>of</strong> the biometric matchers is a set <strong>of</strong> possi-<br />

ble matches along with the matching scores. Measurement level output contain<br />

richest information about the input pattern. Here, the scores must be trans-<br />

formed to a common domain to ensure a meaningful combination from different<br />

modalities. As this is the most common approach used for fusion, we discuss<br />

it in more detail in the following section.<br />

2.3.3.3 Measurement level<br />

Measurement level fusion can be approached in two ways: (1) Classification approach<br />

and (2) Combination approach. Wang et al. [128] consider the matching scores<br />

resulting from face and iris recognition modules as a two-dimensional feature vector.<br />

Fisher’s discriminant analysis and a neural network classifier with radial basis function<br />

are then used for classification. Verlinde and Cholet [126] combine the scores from<br />

two face recognition experts and one speaker recognition expert using three classifiers:<br />

k-NN classifier using vector quantization, decision tree based classifier and a classifier<br />

based on a logistic regression model. Chatzis et al. [21] use fuzzy k-means and<br />

fuzzy vector quantization, along with a median radial basis function neural network<br />

classifier for the fusion <strong>of</strong> the scores obtained from biometric systems based on visual<br />

(facial) and acoustic (vocal) features. Ross and Jain [106] use decision tree and<br />

linear discriminant classifiers for combining the scores <strong>of</strong> face, fingerprint, and hand-<br />

geometry.<br />

In a traditional multiple classifier system, a feature vector x is classified into one<br />

<strong>of</strong> the C classes using L classifiers {D1, D2, ......, DL}, each using the feature vectors<br />

xl, l = 1, 2, ..., L, respectively. Measurement-level (also called response vector level)<br />

combination strategies give final decision by fusing the response vectors from multiple<br />

classifiers. Formally, for a feature vector x, response vectors from multiple classifiers<br />

39

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