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 Tetration of complex bases to complex towers mike3 Long Time Fellow Posts: 368 Threads: 44 Joined: Sep 2009 10/26/2009, 03:29 AM Are there any tetration methods that can tetrate some complex bases whose integer tetrations attract to an n-cycle to real and complex towers? If so, what would the graphs look like for an example base? For example, I saw the graph here: http://math.eretrandre.org/tetrationforu...926#pid926 What happens if you apply the natural iteration method to a complex base in its wedge, one that converges to an n-cycle on the integers? What do the graphs look like, on the real line and complex plane in the tower (at least on as much plane as can be covered by the series that are obtained)? « Next Oldest | Next Newest »

 Messages In This Thread Tetration of complex bases to complex towers - by mike3 - 10/26/2009, 03:29 AM RE: Tetration of complex bases to complex towers - by andydude - 10/29/2009, 05:48 AM RE: Tetration of complex bases to complex towers - by mike3 - 11/01/2009, 12:37 AM RE: Tetration of complex bases to complex towers - by andydude - 11/03/2009, 08:00 AM RE: Tetration of complex bases to complex towers - by mike3 - 11/03/2009, 08:52 AM RE: Tetration of complex bases to complex towers - by andydude - 11/04/2009, 03:01 AM RE: Tetration of complex bases to complex towers - by mike3 - 11/04/2009, 05:29 AM RE: Tetration of complex bases to complex towers - by andydude - 11/06/2009, 05:13 AM RE: Tetration of complex bases to complex towers - by mike3 - 11/06/2009, 08:46 AM

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