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AI - a Guide to Intelligent Systems.pdf - Member of EEPIS

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264<br />

HYBRID INTELLIGENT SYSTEMS<br />

Figure 8.2<br />

The neural knowledge base<br />

certainty fac<strong>to</strong>r, can be associated with the weight between respective conjunction<br />

and disjunction neurons (Fu, 1993; Kasabov, 1996). We will discuss specific<br />

aspects <strong>of</strong> mapping rules in<strong>to</strong> a neural network later, but now we shall return <strong>to</strong><br />

our example.<br />

The neural knowledge base was trained with a set <strong>of</strong> training examples;<br />

Figure 8.2 shows the actual numerical weights obtained between the first and the<br />

second layers. If we now set each input <strong>of</strong> the input layer <strong>to</strong> either þ1 (true), 1<br />

(false), or 0 (unknown), we can give a semantic interpretation for the activation<br />

<strong>of</strong> any output neuron. For example, if the object has Wings ðþ1Þ, Beak ðþ1Þ and<br />

Feathers ðþ1Þ, but does not have Engine ð 1Þ, then we can conclude that this<br />

object is Bird ðþ1Þ:<br />

X Rule1 ¼ 1 ð 0:8Þþ0 ð 0:2Þþ1 2:2 þ 1 2:8 þð 1Þð 1:1Þ<br />

¼ 5:3 > 0;<br />

Y Rule1 ¼ Y Bird ¼þ1:<br />

We can similarly conclude that this object is not Plane,<br />

X Rule2 ¼ 1 ð 0:7Þþ0 ð 0:1Þþ1 0:0 þ 1 ð 1:6Þþð 1Þ1:9<br />

¼ 4:2 < 0;<br />

Y Rule2 ¼ Y Plane ¼ 1:<br />

and not Glider,<br />

X Rule3 ¼ 1 ð 0:6Þþ0 ð 1:1Þþ1 ð 1:0Þþ1 ð 2:9Þþð 1Þð 1:3Þ<br />

¼ 4:2 < 0;<br />

Y Rule3 ¼ Y Glider ¼ 1:

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