Stability properties of zero solution to a nonlinear system of differential equations.
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Use the function V(x,y) = x^2 + y^2 to analyze the stability properties of the zero solution of the nonlinear system
x' = x + 2xy^2
y' = - 2x^2y + y
More specifically, what stability conclution(s) can be drawn? ( Justify your answer)
Please I want a detailed and clear solution. Thanks.
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Solution Summary
The stability properties of zero solution to a nonlinear system of differential equations are investigated.
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