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* 1. Which of the following statements is true of neural networks?

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* 2. The matrices we have been using to model production/reception matrices can be re-described as networks. How?

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* 3. Hebbian learning, as described in the reading, involves which of the following operations?

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* 4. [Some of you have trouble with images in these surveys, so I am writing this question without them! I am going to write the weights out as a grid: the first two shows the weights from unit m1 to signals s1 and s2, the second row shows the weights from m2 to signals s1 and s2]
Imagine a network representing an agent with two meanings and two signals. Initially, all connection weights are 0, i.e. it looks like this:

0 0
0 0

This learner makes four observations of the signalling behaviour of some other individual: meaning 1 is conveyed using signal 2; meaning 2 is conveyed using signal 1; meaning 1 is conveyed using signal 1; meaning 1 is conveyed using signal 2. Assuming the learner is applying Hebbian learning, what will the connection weights in the network be after learning?

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* 5. Is there anything you would like me to know before the lecture - any stuff you want me to go over again, anything you struggled with, any worries you have?

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