Iterating at fixed points of b^x
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Iterating at fixed points of b^x
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09/12/2007, 09:50 PM
bo198214 Wrote:This is just a version of my definition for extending tetration from http://tetration.org/tetration_net/tetra...omplex.htm . The Taylor series of \( \;^{n}b \) taken at \( a \) has the zero term at the fixed point of course and then \( D f^n(a)= f'(a)^n = \ln(a)^n \).Daniel Wrote:Just consider the termÖhm, a bit more explanative?
Daniel
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Iterating at fixed points of b^x - by bo198214 - 09/08/2007, 10:02 AM
The fixed points of e^x - by bo198214 - 09/08/2007, 10:34 AM
The fixed points of b^x - by bo198214 - 09/08/2007, 11:36 AM
RE: Iterating at fixed points of b^x - by jaydfox - 09/12/2007, 06:23 AM
RE: Iterating at fixed points of b^x - by bo198214 - 09/12/2007, 09:54 AM
RE: Iterating at fixed points of b^x - by GFR - 10/03/2007, 11:03 PM
RE: Iterating at fixed points of b^x - by Gottfried - 10/04/2007, 06:53 AM
RE: Iterating at fixed points of b^x - by bo198214 - 10/04/2007, 01:30 PM
RE: Iterating at fixed points of b^x - by bo198214 - 10/04/2007, 05:54 PM
RE: Iterating at fixed points of b^x - by Gottfried - 10/04/2007, 11:05 PM
RE: Iterating at fixed points of b^x - by GFR - 01/31/2008, 03:07 PM
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