"paul packer" wrote in message
...
On Mon, 6 Mar 2006 16:04:26 -0500, "Robert Morein"
wrote:


The L-shape has a chronosynclastic discontinuity at the ends that, IMHO,
interferes with adiabatic dissipation.

Only if your conospheric is perturbated.

Iconoclastic perturbation is homomorphic to some convex connected manifolds,
but only on the closed sets of some compact set. As for the conospheric
case, Cayley's theorem can be trivially used to show it is not true for
D20.