2/2004 - 12 |
Iterative Fractal AlgorithmsGeorge MAHALU, Adrian GRAUR |
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Author keywords
fractal, iterative algorithm, logistic map, attractor, spintronics theory
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About this article
Date of Publication: 2004-04-02
Volume 4, Issue 2, Year 2004, On page(s): 64 - 69
ISSN: 1582-7445, e-ISSN: 1844-7600
Digital Object Identifier: Not assigned
Abstract In the complexity theory is notable involving of the iterative functions in behaviour of fractal pattern. Study of the nonlinear equation, treated into iterative techniques, makes the subject of this paper. It consists in a short revue of the most important principles of the fractal calculus and complexity applications in fundamental sciences and technologies. Were been presented also some new ideas of analysis to iterative relations like as named the modified logistic equation. Is shown a relation that can be conducts to performing some studies with valuable results in numeric analysis area. In this paper work is performed a critical analysis about iterative fractal techniques which can conduct to various implemented applications. In bifurcation diagram of logistic map are presented results of the own program run, that is written under C++ programming language. With this occasion we observed some different featuring for some characteristic points by defined domain, in relation with those specified features into published works over subject. The Ising model was be used by our team in designing one bipolar spin-transistor based on the spintronics theory. |
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Faculty of Electrical Engineering and Computer Science
Stefan cel Mare University of Suceava, Romania
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