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On best approximation in fuzzy metric spaces

Kybernetika (Praha), 2015
N. Abbasi, H. M. Golshan
semanticscholar   +1 more source

Best Hausdorff Approximations

1990
In this chapter we shall consider the problem for the best approximation of segment functions with regard to the Hausdorff distance. We shall confine ourselves to the consideration of functions defined on a finite or infinite interval.
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Best Approximation Characterizations

1986
The metric projection P A is the set-valued function which carries x ∈ E to its (possibly empty) best approximation set in A ⊂ E., i.e. P A x ≡ {y ∈ A; ǁx - yǁ = d(x,A)}.
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Best Approximation

2014
Simeon Reich, Alexander J. Zaslavski
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