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 real slog developed at a fixed point bo198214 Administrator Posts: 1,386 Threads: 90 Joined: Aug 2007 04/06/2009, 10:10 PM andydude Wrote:@Henryk Did you forget a binomial coefficient somewhere? More specifically: Quote:Now we know that $\eta^{\cdot j}(z)=\el^j (e^z-1)^j=\el^j\sum_{k=0}^j C_{jk} e^{kz}(-1)^{j-k}$ $\left(\eta^{\cdot j}\right)_n=\el^j \sum_{k=0}^j C_{jk}\frac{k^n}{n!}(-1)^{j-k}=\el^j \sum_{k=1}^j C_{jk} \frac{k^n}{n!}(-1)^{j-k}$ Andrew Robbins Yes, you are right. I will correct it in my post. However I think the coefficients $r_n$ are still ok (because I computed them by other means.) « Next Oldest | Next Newest »

 Messages In This Thread real slog developed at a fixed point - by bo198214 - 11/29/2008, 11:08 PM RE: real slog developed at a fixed point - by Kouznetsov - 12/03/2008, 04:27 AM RE: real slog developed at a fixed point - by Kouznetsov - 12/07/2008, 12:58 PM RE: real slog developed at a fixed point - by Kouznetsov - 12/10/2008, 02:03 PM RE: real slog developed at a fixed point - by bo198214 - 12/10/2008, 07:26 PM RE: real slog developed at a fixed point - by Kouznetsov - 12/11/2008, 03:41 AM RE: real slog developed at a fixed point - by bo198214 - 12/12/2008, 06:14 PM RE: real slog developed at a fixed point - by Kouznetsov - 12/14/2008, 05:51 PM RE: real slog developed at a fixed point - by bo198214 - 12/14/2008, 06:37 PM RE: real slog developed at a fixed point - by Kouznetsov - 12/15/2008, 02:36 AM RE: real slog developed at a fixed point - by bo198214 - 12/30/2008, 12:28 PM RE: real slog developed at a fixed point - by andydude - 04/06/2009, 09:06 AM RE: real slog developed at a fixed point - by bo198214 - 04/06/2009, 10:10 PM

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