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Bernal S D_2010.pdf - University of Plymouth

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4.3. LEARNING<br />

CI group -1<br />

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CI group = 2 CI group = 3 CI group = 4<br />

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Cl band= I.ANc, = 8<br />

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01 band = 4,ANci = 14<br />

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CI band = 8,6Nci = 22<br />

C1 RF site = ANc, x ANc, (locations) x 2 (S1 bands)<br />

Figure 4.8: Weight matrices between a Cl node and its affereni SI nodes. These are learned<br />

from the training datusei <strong>of</strong> fiO object silhoueiies following the clustering procedure<br />

described, and rejircseni the Ki-\f.,„up - 10 most common urrangemenl <strong>of</strong> SI<br />

nodes for each Cl group and scale band. Note, for each .scale band the pooling<br />

range, AiVfi. varies. The weights obtained show very clear and selective patterns<br />

which match what would be expected statistically from natural images, i.e. the<br />

arrangemenl <strong>of</strong> the SI nodes tends to match the SI orienlalion <strong>of</strong> the unit, which<br />

speaks for a coherence between the local and more global pallems. Note tliat each<br />

Cl node receives inpui from the S! nodes at 2 scale hands, and these weights are<br />

represented adjacent lo each other, e.g. weights for a Cl node in scale band 1 receive<br />

input from .SI ntxles in scale bands 1 and 2, and ;u'e therefore shown as two<br />

8x8 adjacent matrices =16x8 elements.<br />

162

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