M 1 when learning stops w 0 we have yx t wxx t normal

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Unformatted text preview: For "batch learning" with all the data included, the learning rule becomes: M ΔW = k ∑ ( y ( m ) − y ( m ) )x ( m )T where y ( m ) = Wx ( m ) is the output vector. m =1 When learning stops (ΔW = 0), we have YX T = WXX T (normal equation). Thus W = YX T ( XX T )−1 = YX † if the matrix inverse exists. Computational theories of learning •  Supervised learning: A teaching signal knows the exact value of the desired output and corrects the error of the actual output. Examples: simple and multilayer perceptrons •  Unsupervised learning: No explicit teaching signal. Examples: Hebb rule, self-organizing maps •  Reinforcement learning: A reward signal without knowing the exact output. dependent learning. More precise informa- touch a lever after the appearance of a small established body o tion about the role played by midbrain do- light. Before training and in the initial 7). From this pers paminergic activity derives from experiments phases of training, most dopamine neurons mine neurons do Schultz Behavioral and Brain single 2010, 6:24 in which activity of F...
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