Understanding Abel/Schroeder with matrix-expression

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Understanding Abel/Schroeder with matrix-expression

bo198214 Offline

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#12

05/26/2008, 07:36 PM

Gottfried Wrote:With this simple process, for instance t=1/2 + 1/2 I there is also no severe problem with convergence or even divergence - things sum up in a completely easy manner - but anyway, the fractional h in u^h produce obviously complete crap.

Currently I suspect, that there must be some conjugacy be involved - but don't have a working idea, where.

Apart from the Schroeder function, does the fractional Matrix power return the proper fractional iteration?
And what means crap? I am not able to guess your computations and where there occured a problem.

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Messages In This Thread

Understanding Abel/Schroeder with matrix-expression - by Gottfried - 03/30/2008, 05:06 AM

more Brainstorming on Abel/Schroeder - by Gottfried - 05/18/2008, 02:36 PM

RE: more Brainstorming on Abel/Schroeder - by bo198214 - 05/18/2008, 04:51 PM

RE: more Brainstorming on Abel/Schroeder - by Gottfried - 05/18/2008, 07:41 PM

RE: more Brainstorming on Abel/Schroeder - by bo198214 - 05/18/2008, 08:00 PM

RE: Understanding Schröder with matrix-expression - by Gottfried - 05/19/2008, 12:02 PM

RE: Understanding Schröder with matrix-expression - by bo198214 - 05/19/2008, 06:14 PM

RE: Understanding Schröder with matrix-expression - by Gottfried - 05/19/2008, 07:45 PM

RE: Understanding Schröder with matrix-expression - by Gottfried - 05/19/2008, 07:31 PM

RE: Understanding Schroeder with matrix-expression - by Gottfried - 05/20/2008, 10:59 AM

RE: Understanding Abel/Schroeder with matrix-expression - by Gottfried - 05/26/2008, 07:02 PM

RE: Understanding Abel/Schroeder with matrix-expression - by bo198214 - 05/26/2008, 07:36 PM

RE: Understanding Abel/Schroeder with matrix-expression - by Gottfried - 05/26/2008, 08:45 PM

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