Does anyone have taylor series approximations for tetration and slog base e^(1/e)?

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Does anyone have taylor series approximations for tetration and slog base e^(1/e)?

bo198214 Offline

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05/23/2011, 09:53 PM

(05/23/2011, 08:42 PM)sheldonison Wrote: Your results matches the Taylor series I get for \( \text{sexp}_{\eta}(z-1) \), developed at -1, where sexp(-1)=0.

Ya but your values are much more accurate as it seems, how do you obtain them?

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Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by JmsNxn - 05/19/2011, 07:49 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by Gottfried - 05/20/2011, 07:34 AM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by JmsNxn - 05/20/2011, 06:34 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by andydude - 05/20/2011, 06:43 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by JmsNxn - 05/26/2011, 03:18 AM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by Gottfried - 05/21/2011, 02:14 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by sheldonison - 05/21/2011, 10:55 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by JmsNxn - 06/02/2011, 09:37 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by sheldonison - 06/02/2011, 10:27 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by JmsNxn - 06/02/2011, 11:40 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by sheldonison - 06/03/2011, 12:48 AM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by JmsNxn - 06/05/2011, 06:24 PM

RE: Does anyone have taylor series approximations for tetration and slog base e^(1/e)? - by sheldonison - 06/05/2011, 08:47 PM

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