unstable fixed point

A fixed pointMathworldPlanetmath is considered unstable if it is neither attracting nor Lyapunov stablePlanetmathPlanetmath. A saddle point is an example of such a fixed point.

Title unstable fixed point
Canonical name UnstableFixedPoint
Date of creation 2013-03-22 13:06:38
Last modified on 2013-03-22 13:06:38
Owner mathwizard (128)
Last modified by mathwizard (128)
Numerical id 6
Author mathwizard (128)
Entry type Definition
Classification msc 37C70
Related topic AttractingFixedPoint
Related topic LyapunovStable
Related topic StableFixedPoint
Related topic NeutrallyStableFixedPoint
Related topic LiapunovStable
Related topic AsymptoticallyStable