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This statement doesn't make sense to me. A neural network literally can't produce anything besides a continuous function, and the universality theorem says that
by j2kun 12y ago
This statement doesn't make sense to me. A neural network literally can't produce anything besides a continuous function, and the universality theorem says that there is no continuous function they can't (approximately) produce.
So what could you possibly mean when you say neural networks have "more" than they need to do something which characterizes exactly what they can and can't do?
- mtdewcmu 12y agoThere are more coefficients than necessary. The FT has the minimum; it's bijective.