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VISUAL MODELING OF NONLINEAR MAPPINGS OF FRACTALS AND CHAOS
Abstract
Ideas of nonlinear dynamics are widely used in various fields of human knowledge. The study of nonlinear phenomena shows that they reflect the real dimension of fractals and chaos. In this paper we consider some nonlinear mapping: fractal curve van der Varden modified conversion Baker and building of Julia sets by examining the graphical representation of the attractors of a rational map and developed algorithms to detect singularity Yang-Lee.
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