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DAFTAR RUJUKAN

Arifin, Moch. Afiq. 2007. Stabilitas Sistem Persamaan Diferensial Linear dengan

Tiga Variabel. Skripsi tidak diterbitkan. Malang: FMIPA UM.

Arrowsmith, D.K & Place, C.M. 1992. Dynamical Systems Differential Equations,

Maps, an Chaotic Behaviour. London: Chapman & Hall.

Barakova, Lenka. 2005. Asymtotic Behaviour and Hopf Bifurcation on A Three

Dimension Non Linear Autonomous System. Electrionic Journal of

Differential Equations, (Online), 2005 (2005): 5-10,

(ftp://ftp.zcu.cz/mirrors/EJDE/Volumes/2005/83/barakova.pdf), diakses 20

Maret 2012.

Boyce, William E. & DiPrima, Richard C. 2001. Elementary Differential

Equations and Boundary Value Problem (7th

Ed.). New York: John Wiley

& Sons, Inc.

Hilborn, R. 1994. Chaos and Non Linear Dynamics, (Online),

(http://booklists.narod.ru/P_Physics/PNc_Nonlinear_chaos/Hilborn_R.C._

Chaos_and_nonlinear_dynamics__2ed.__Oxford__ISBN_01985072392__

L__T__328s_.1.htm), diakses pada tanggal 09 Pebruari 2012.

Knill, O. Tanpa tahun. The Lorenz System, (Online),

(http://www.math.harvard.edu/archive/118r_spring_05/handouts/lorentz.p

df), diakses pada tanggal 11 Januari 2012.

Knill, O. Tanpa tahun. The Lorenz System II, (Online),

(http://www.math.harvard.edu/archive/118r_spring_05/handouts/lorentz2.

pdf), diakses pada tanggal 15 Januari 2012.

Sediono. Tanpa Tahun. Metode Liapunov. (Online), (http://

xa.yimg.com/kq/groups/25893398/.../name/Metode+Liapunov.doc),

diakses pada tanggal 01 Maret 2012.

Wiggins, S. 1990. Introduction to Applied Non Linear Dynamical Syatems and

Chaos. New York: Springer-Verlag.

Zulminarni. 2007. Stabilitas dan Bifurkasi Hopf pada Sistem Autonomous Non

Linear Tiga Dimensi. Tesis tidak diterbitkan. Surabaya: PPs ITS.