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Fig. 12.26 Approximation of the system's temperature output ( red line ) by a neural network with
Hermite polynomial basis functions ( blue-line )( a ) temperature's time variation—profile 1 ( b )
temperature's time variation—profile 2
where e.k/ D y.k/ y d .k/ is the output estimation error at time instant k and
T .k/ is the regressor vector having as elements the values .x.k// of the Gauss-
Hermite basis functions for input vector x.k/.
To approximate the temperature-signal's variations described in a data set
consisting of 870 quadruplets of input-output data, a feed-forward neural network
with 3-D Gauss-Hermite basis functions has been used. The neural network
contained 64 nodes in its hidden layer.
 
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