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From: Richard F. <fa...@be...> - 2019-06-10 15:06:52
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On 6/10/2019 6:54 AM, Peter van Summeren wrote: > Hello, > I am checking a book from Miroslav Lutovac for the nomen q(k)=e^(-pi * > K'/K) of the elliptic functions. > He gives for k=sin(86degrees) a q of 0.2954883855586914 on page 512. > I did: > q(k):= (%e)^(-%pi * elliptic_kc(1-k^2)/elliptic_kc(k^2)); > q(sin(%pi * 86/180)),numer; > And got: 0.2954883855586907 > It is a very small difference - only in the last two digits, but is it > significant for something wrong? > Can anyone check this result? you can check it yourself. fpprec:100; q(k):= (%e)^(-%pi * elliptic_kc(1-k^2)/elliptic_kc(k^2)); bfloat(q(sin(%pi * 86/180))); apparently agrees with Lutovac 2.954883855586914051679447127.....b-1 > with friendly greetings, > Peter > > > _______________________________________________ > Maxima-discuss mailing list > Max...@li... > https://lists.sourceforge.net/lists/listinfo/maxima-discuss |