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regular sexp:different fixpoints
#6
(08/11/2009, 03:52 PM)Gottfried Wrote: Well, that was a hypothesis from where I was thinking: it may well be, that a function developed at an attracting fixpoint behaves different from one with a repelling one. But I'm (hopefully) not fixed to such hypotheses...

Thats true. Regular superfunctions/functional exponentials can be extended to an entire function if developed at a repelling fixed point. Thats generally not true for one developed at an attracting fixed point, there you can extend it only to a right or left halfplane.
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Messages In This Thread
regular sexp:different fixpoints - by Gottfried - 08/06/2009, 08:56 PM
RE: regular sexp:different fixpoints - by bo198214 - 08/11/2009, 04:12 PM
RE: regular sexp:different fixpoints - by jaydfox - 08/11/2009, 06:47 PM

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