Fractals of Interpolative Kannan Mappings

In 2018, Erdal Karapinar introduced the concept of interpolative Kannan operators, a novel adaptation of the Kannan mapping originally defined in 1969 by Kannan.This new mapping condition is more lenient than the basic contraction condition.In this paper, we study the concept by introducing the IKC-iterated function/multi-function system using interpolative Kannan operators, including Daisy Necklace With Hidden Message Gift Box a broader area of mappings.Moreover, we establish the Collage Theorem endowed with the iterated function system (IFS) based on the IKC, and show the well-posedness of the IKC-IFS.Interpolative Kannan contractions are meaningful due to their applications in fractals, offering a more versatile framework for creating intricate geometric Natural Gas Dryer structures with potentially fewer constraints compared to classical approaches.

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