Simulasi Numerik Dan Kestabilan Global Model Umum Volterra-Lotka Interaksi 2-Spesies  

Oleh:

Sembiring, Maximus Gorky

Jenis: Article from Journal - ilmiah nasional
Dalam koleksi: Jurnal Matematika, Sains, dan Teknologi vol. 2 no. 1 (Mar. 2001)
Topik: Kestabilan global; Volterra-Lotka; simulasi numerik
Fulltext: Maximus Gorky Sembiring.pdf (103.8KB)

Isi artikel

Numerical simulations on the global stability analysis of generalized Volterra-Lotka models for 2-species interactions were demonstrated in this paper. With the help of appropriate Lyapunov function and suitable Poincare transform, wider spectrums of global stability theorems of this model were re-utilized to investigate the stability of such models. The aim was to show in what conditions the results of analytical investigation versus numerical simulation were supporting and/or conflicting one another. Finally, argumentative contentions on the congruency (or other) of the results were elucidated to give meaning on the discussion of global stability analysis of generalized Volterra-Lotka model for 2-species interactions.

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