Reproducing kernel Hilbert space: Difference between revisions

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:<math> f(x) = \langle K(x, \cdot), f(\cdot)) \rangle. </math>
 
In some concrete contexts this amounts to saying
 
:<math>f(x)=\int_\Omega K(x,y) f(y)\,dy</math>
 
where &Omega; is the appropriate ___domain, often the real numbers or '''R'''<sup>''n''</sup>.