Master Thesis - Department of Computer Science
Master Thesis - Department of Computer Science
Master Thesis - Department of Computer Science
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CHAPTER 6<br />
Conclusion<br />
In this thesis, we have proposed three novel methods to solve the face recognition prob-<br />
lem and a multiple classifier combination strategy for combining multiple modalities.<br />
Several difficulties in an automatic face recognition problem (such as illumination,<br />
pose, expression, camouflage etc.) are addressed in our proposed face recognition<br />
techniques. The decision combination <strong>of</strong> face and fingerprint classifiers is attempted<br />
to obtain a robust multimodal biometric system. Following is the summary and<br />
contributions <strong>of</strong> the work presented in this thesis.<br />
6.1 Contribution <strong>of</strong> the <strong>Thesis</strong><br />
• In Chapter 3, we propose the subband face as a new representation for the face<br />
recognition task. Only the discriminatory information <strong>of</strong> a face is retained or<br />
captured in a subband face. Discrete wavelet transform is used to decompose<br />
the original face image into approximation and detail subbands. We perform<br />
multi-level dyadic decomposition <strong>of</strong> a face image using the Daubechies filters<br />
[30]. The subband face may be reconstructed from selected subbands by sup-<br />
pressing the approximation at a suitable higher level and retaining only the<br />
details. An inherent information fusion is being performed by the reconstruc-<br />
tion process which retains only the inter-class discriminatory informations and<br />
discards the inter-class common informations. The information <strong>of</strong> a face in the<br />
details at lower levels <strong>of</strong> decomposition, usually contains noise and redundant<br />
pixels which do not constitute any discriminatory information for a face. It is<br />
thus <strong>of</strong>ten necessary to eliminate these details for the representation <strong>of</strong> a face,<br />
and in such cases the subband face is obtained by partial reconstruction. We<br />
present four different criteria as cost functions to obtain an optimal subband