Work Sheet Assignment 10 [Bifurcation Analysis]: Let a e R be any real constant. Consider linear 2D system of ODES (t > 0) - - (: :)- Il = (a) Discuss in detail the characterization of the origin and its asymptotic stability in terms of spiral, center or node depending on constant a € R.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.4: Linear Programming
Problem 7E
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Work Sheet Assignment 10 [Bifurcation Analysis]: Let a e R be any real constant.
Consider linear 2D system of ODES (t > 0)
- - (: :)-
Il =
(a) Discuss in detail the characterization of the origin and its asymptotic stability in terms
of spiral, center or node depending on constant a € R.
Transcribed Image Text:Work Sheet Assignment 10 [Bifurcation Analysis]: Let a e R be any real constant. Consider linear 2D system of ODES (t > 0) - - (: :)- Il = (a) Discuss in detail the characterization of the origin and its asymptotic stability in terms of spiral, center or node depending on constant a € R.
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