On 14/06/21 4:15 am, Elena wrote:
Given a dataset of X={(x1... x10)} I can calculate Y=f(X) where f is this
rule-based function.
I know an operator g that can calculate a real value from Y: e = g(Y)
g is too complex to be written analytically.
I would like to find a set of rules f able to minimize e on X.
There must be something missing from the problem description.
From what you've said here, it seems like you could simply find
a value k for Y that minimises g, regardless of X, and then f
would consist of a single rule: y = k.
Can you tell us in more concrete terms what X and g represent?
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Greg
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