The present paper aims to introduce the principal definitions and proofs of fundamental properties of the so called“Way Below” relation. We introduce an alternative proof, with respect to [1], of the strong interpolation theorem. The strong interpolation theorem is the theoretical result which provides computational consistency to way below relation because it guarantees the use of successive algorithms in order to find a better and better approximation of the result.
A Critical Review on Strong Interpolation Theorem for Way Below Relation
GRILLI, LUCA
2012-01-01
Abstract
The present paper aims to introduce the principal definitions and proofs of fundamental properties of the so called“Way Below” relation. We introduce an alternative proof, with respect to [1], of the strong interpolation theorem. The strong interpolation theorem is the theoretical result which provides computational consistency to way below relation because it guarantees the use of successive algorithms in order to find a better and better approximation of the result.File in questo prodotto:
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