%0 Journal Article
%T The Stability Analysis of the Shimizuâ€“Morioka
%J Kirkuk Journal of Science
%I University of Kirkuk
%Z 3005-4788
%A H. Salih, Rizgar
%D 2011
%\ 12/28/2011
%V 6
%N 2
%P 184-200
%! The Stability Analysis of the Shimizuâ€“Morioka
%K the stability
%K analysis
%K the Shimizu
%K Shimizu
%K Morioka
%K Hopf
%R 10.32894/kujss.2011.43161
%X In this work, we study new system with a rich structure (the Shimizu-Morioka system), which is exhibiting the Lorenz-like dynamics.
Where the dot denotes the system obtained a Hopf bifurcation (Supercritical and subcritical) for some values of . For the analysis we use the center manifold and normal form theorem. A computer algebra system using Maple (version 9) was used to derive all the formulas and verifying the results presented in this work [Char, David].
%U https://kujss.uokirkuk.edu.iq/article_43161_5257a957a89ab652cce9441e891aeb4f.pdf