1997
DOI: 10.1007/978-1-349-14587-4
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Mathematics and Statistics for Business, Management and Finance

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“…First, they are differentiable (a key factor for backpropagation training). Second, they are monotonic and consequently they have no minimum, and hence will not create local error minima which would trap the network during training (Swift, 1997). Given in equation 3 is the simple pure linear function f p , which can prove useful as a transfer function in the output layer of backpropagation networks.…”
Section: Stage Three: Data Collectionmentioning
confidence: 99%
“…First, they are differentiable (a key factor for backpropagation training). Second, they are monotonic and consequently they have no minimum, and hence will not create local error minima which would trap the network during training (Swift, 1997). Given in equation 3 is the simple pure linear function f p , which can prove useful as a transfer function in the output layer of backpropagation networks.…”
Section: Stage Three: Data Collectionmentioning
confidence: 99%