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15
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How to determine whether the vector valued function satisfy the Lipschitz condition?

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#nonlinear-system #lipschitz-functions #nonlinear-analysis
938
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Using Hartman-Grobman to determine stability of ODE

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#ordinary-differential-equations #nonlinear-system #stability-in-odes #nonlinear-analysis
188
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Does the fixed point corresponding to a Hopf bifurcation vary in the $(x, y)$ plane as the system parameter $\mu$ changes?

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#nonlinear-system #bifurcation #nonlinear-analysis
627
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To find the approximate period and approximate equation of the limit cycle for a system with a Hopf bifurcation

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#nonlinear-system #chaos-theory #nonlinear-analysis
979
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Show that the system has no limit cycle.

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#dynamical-systems #nonlinear-system
472
Views

Show that the $\omega$-limit set of any orbit is on the set $K = \{(x,y) \in \mathbb{D} : x+y = 1\}$.

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#dynamical-systems #nonlinear-system
42
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Solving a nonlinear system of equations where all the nonlinearities are on the diagonal?

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#numerical-methods #quadratic-forms #nonlinear-system #hyperbolic-equations
2.7k
Views

Show that the system has a limit cycle.

Published on
#dynamical-systems #nonlinear-system
46
Views

Solve intersection of 2 circles without symbolic manipulation

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#geometry #numerical-methods #systems-of-equations #nonlinear-system
253
Views

Show that the equilibrium point is globally stable.

Published on
#dynamical-systems #mathematical-modeling #nonlinear-system
136
Views

How can these two equations be solved by elimination?

Published on
#polynomials #modular-arithmetic #nonlinear-system
44
Views

How to find a non linear model that fits a set of coordinates

Published on
#functions #logarithms #nonlinear-system
166
Views

To classify bifurcations by calculating partial derivatives evaluated at the bifurcation point

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#nonlinear-system #chaos-theory #nonlinear-analysis #nonlinear-dynamics
170
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Determine the qualitative behavior near the non-hyperbolic critical point at the origin for the system.

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#dynamical-systems #mathematical-modeling #nonlinear-system
106
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Show that every non-constant positive solution is periodic.

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#dynamical-systems #mathematical-modeling #nonlinear-system

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