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![[parent]](http://images.planetmath.org:8080/images/uparrow.png) Viewing Message
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| ``Re: anoteher PM article on same topic''
by Koro on 2007-04-08 18:38:25 |
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| >OK, whatever, as you please. Its just that flows are usually >diffeomorphisms, and the structure fo the stable/unstable manifolds >often are hyperbolic;
I'm not sure what you mean by "flows are usually diffeomorphisms" (they are not) and by the hyperbolic structure either.
Nor I understand how the geodesic flow being (in some cases) hyperbolic is related to the stable manifold theorem for fixed points of flows (the other entry in question) or to the definition of hyperbolic set for diffeomorphisms (if you want me to mention the analogous definition for flows in my entry, you could request that by filing an addendum)
The two entries do not fit well together, and they should not be merged just because they belong to the same sub-area of mathematics.
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