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INVESTIGATIONS ON SOME NEW CUMULATIVE DISTRIBUTIONS VIA COSINE AND SINE FUNCTIONS. APPLICATIONS

Nikolay Kyurkchiev, Anton Iliev, Valia Arnaudova, Asen Rahnev

Abstract


In this article we study some general classes of trigonometric cumulative distribution functions.We consider also modified families of ''adaptive functions'' with ''polynomial variable transfer'' with applications to the Antenna--feeder Analysis.We study the ''saturation'' - $d$ in the Hausdorff sense for some special cases of the families.Numerical examples, illustrating our results using {\it CAS MATHEMATICA} are given.


Numerical examples using {\it CAS Mathematica}, illustrating our results are given.


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