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ON SOME ADAPTIVE G--FAMILIES. APPLICATIONS

Nikolay Kyurkchiev, Olga Rahneva, Anna Malinova, Anton Iliev

Abstract


In this article we study some general classes of trigonometric cumulative distribution functions.We consider also modified families of ''adaptive functions'' with ''fractional linear correction''.Here we will also focus on a hypothetical adaptive function, which we will call the ''difference adaptive function'' (DAF).We study the ''saturation'' - $d$ in the Hausdorff sense for some special cases of the families.Numerical examples, illustrating our results using CAS MATHEMATICA are given.

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