The canonical projection associated with a mixed possibly infinite iterated function system
Bogdan-Cristian Anghelina, Radu Miculescu, Alexandru Mihail
TL;DR
This paper introduces a new way to describe fixed points of the fractal operator in mixed infinite iterated function systems using a canonical projection, with visual illustrations of the results.
Contribution
It offers an alternative characterization of fixed points in mixed infinite iterated function systems through a canonical projection approach.
Findings
New description of fixed points via canonical projection
Visual illustrations of the theoretical results
Applicable to mixed possibly infinite iterated function systems
Abstract
This paper provides an alternative description for the fixed points of the fractal operator associated with a mixed possibly infinite iterated function system via a canonical projection type function. Some visual aspects of our results are presented.
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Taxonomy
TopicsMathematical Dynamics and Fractals · Approximation Theory and Sequence Spaces · Advanced Mathematical Theories and Applications