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Deriving tetration from selfroot?
#12
Selfroot is x^(1/x):

Selfroot =

For Imaginary x, will be imaginary, of the form:

so roots are:

, again infinite quantity in totality. n=0 gives:

,

If

,

,

For n=0, k=0

,

Something wrong again; I will correct later.

Ivars
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Messages In This Thread
Deriving tetration from selfroot? - by Ivars - 03/12/2008, 08:26 AM
RE: Deriving tetration from selfroot? - by Ivars - 03/20/2008, 05:36 PM
RE: Deriving tetration from selfroot? - by Ivars - 03/20/2008, 09:53 PM
RE: Deriving tetration from selfroot? - by Ivars - 03/21/2008, 07:51 AM
RE: Deriving tetration from selfroot? - by Ivars - 03/21/2008, 11:31 PM
RE: Deriving tetration from selfroot? - by Ivars - 03/22/2008, 09:52 AM
RE: Deriving tetration from selfroot? - by Ivars - 03/22/2008, 02:23 PM
RE: Deriving tetration from selfroot? - by Ivars - 03/22/2008, 03:08 PM
RE: Deriving tetration from selfroot? - by Ivars - 03/24/2008, 10:26 PM
RE: Deriving tetration from selfroot? - by Ivars - 03/25/2008, 05:52 PM
RE: Generalized recursive operators - by Ivars - 03/13/2008, 08:01 AM

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