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Programming > Forth > Re: Euler probl...
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Re: Euler problem #48

by Thomas Pornin <pornin@[EMAIL PROTECTED] > May 8, 2008 at 02:18 PM

According to Anton Ertl <anton@[EMAIL PROTECTED]
>:
> Wasn't there a way to do integer division (and consequently compute
> the modulus) by multiplication with the inverse?

There is an article by Granlund and Montgomery on that subject:
"Division By Invariant Integers using Multiplication". It can be
found there:

   http://citeseer.ist.psu.edu/granlund94division.html


	--Thomas Pornin




 10 Posts in Topic:
Euler problem #48
mhx@[EMAIL PROTECTED] (M  2008-05-07 22:55:35 
Re: Euler problem #48
Bernd Paysan <bernd.pa  2008-05-08 11:22:15 
Re: Euler problem #48
anton@[EMAIL PROTECTED]   2008-05-08 10:28:32 
Re: Euler problem #48
Thomas Pornin <pornin@  2008-05-08 14:18:40 
Re: Euler problem #48
Bernd Paysan <bernd.pa  2008-05-08 16:33:41 
Re: Euler problem #48
Albert van der Horst <  2008-05-09 02:08:35 
Re: Euler problem #48
Albert van der Horst <  2008-05-08 17:00:16 
Re: Euler problem #48
William James <w_a_x_m  2008-05-09 08:44:42 
[SPOILER] Re: Euler problem #48
mhx@[EMAIL PROTECTED] (M  2008-05-09 19:13:05 
Re: [SPOILER] Re: Euler problem #48
Albert van der Horst <  2008-05-09 22:07:32 

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tan12V112 Sat May 17 4:00:48 CDT 2008.