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|a eng
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044 |
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|b ليبيا
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100 |
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|9 28773
|a El Rifaei, A. H.
|e Author
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245 |
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|a Chaotic Bifurcations of Discrete Dynamic Systems with a Complex Variable
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260 |
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|b جامعة المرقب - كلية التربية بالخمس
|c 2021
|g يناير
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300 |
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|a 686 - 693
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336 |
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|a بحوث ومقالات
|b Article
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520 |
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|b A dynamical system is a system whose evolution in time is uniquely determined by the current state, time can be discrete or continuous. In this paper, we are focusing on discrete time, we will provide the equivalent system of complex logistic equation. We study some dynamic properties such as fixed points and their asymptotic stability, Lyapunov exponents, chaos and bifurcation. Numerical results which confirm the theoretical analysis are presented. It is noted that dispersion and chaos have accured. We have used AL-Matlab to clarify the bifurcation diagrams and chaos both in 2D and 3D.
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653 |
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|a الرياضيات
|a المعادلات اللوجستية
|a الأنظمة الديناميكية
|a النقاط الثابتة
|a ثابت تاي
|a التحليل العقدي
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692 |
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|b Logistic Equation
|b Fixed Points
|b Stability
|b Lyapunov Exponent
|b Bifurcation
|b Chaos
|b Chaotic Attractor
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700 |
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|9 554778
|a Abusutash, Zuhra Ali
|e Co-Author
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773 |
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|4 التربية والتعليم
|6 Education & Educational Research
|c 040
|l 018
|m ع18
|o 1568
|s مجلة التربوي
|t Educational Journal
|v 000
|x 2011-421X
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856 |
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|u 1568-000-018-040.pdf
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930 |
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|d y
|p y
|q n
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995 |
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|a EduSearch
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999 |
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|c 1137077
|d 1137077
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