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- W83042804 abstract "The problem of approximating unknown functions is discussed for the case where approximation errors are evaluated by means of a gen- eral cost-of-error (loss) function, not necessarily the squared-error one. To ensure minimal overall loss, approximation is carried out by fltting under the relevant loss function. Convergence results are provided in a general framework, allowing among others for Taylor approximations, approxima- tions with Hermite polynomials or approximations with Neural Networks and for random measurement error." @default.
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- W83042804 modified "2023-09-27" @default.
- W83042804 title "Approximating unknown functions when fltting errors involve costs" @default.
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