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what if an orbit is contained in its $\omega$- limit set?

Published on
#limits #dynamical-systems
100
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Fixed points that are NOT convergent points

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#sequences-and-series #algebra-precalculus #convergence-divergence #dynamical-systems
96
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What can be said about the space of vector fields for which a given, say $C^1$, function is a Lyapunov function?

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#reference-request #differential-topology #dynamical-systems #morse-theory
216
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Has this difference equation :$x_{n+1}=Ax^2_{n}-Bx^2_{n-1}$ been studied before?

Published on
#reference-request #recurrence-relations #dynamical-systems
960
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Dynamics - (stable/unstable) focus - motion direction - CW/CCW?

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#dynamical-systems
132
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Time period of oscillations of a point about the function's minimum value?

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#calculus #ordinary-differential-equations #dynamical-systems #mathematical-physics
841
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From multivariable system transfer function matrix to state space representation

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#dynamical-systems #control-theory
212
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Properties of join of open covers

Published on
#dynamical-systems #ergodic-theory
176
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Analyzing the singularity of ODE system

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#ordinary-differential-equations #dynamical-systems #stability-in-odes
363
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How to solve $x^2+x+a=0$ with fixed point iteration?

Published on
#numerical-methods #dynamical-systems
158
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Trapping region for $\ddot x + (x^2-2) \dot x + x + \sin(x) =0$

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#ordinary-differential-equations #dynamical-systems
1k
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Periodic orbits of "even" perturbations of the differential system $x'=-y$, $y'=x$

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#ordinary-differential-equations #dynamical-systems
529
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Question about periodic points in shift spaces

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#dynamical-systems #coding-theory #regular-language
127
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Show that if f in Diff^r(M), r >=1, is structurally stable then all the fixed points off are hyperbolic.

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#dynamical-systems
623
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Fundamental Matrix (Floquet theory)

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#real-analysis #analysis #ordinary-differential-equations #dynamical-systems

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