Simulating 15C RAN # on 35s
02-15-2015, 03:30 PM
Post: #14
 rprosperi Super Moderator Posts: 5,201 Joined: Dec 2013
RE: Simulating 15C RAN # on 35s
(02-15-2015 07:28 AM)Thomas Klemm Wrote:  Or then we could use:
RND(n+1) = Frac(15743.52261*($$10^5$$*RND(n)) + 0.1017980433)

This allows to split the factors into an integer and fraction part and use:
$$(a+b)(c+d)=ac+ad+bc+bd$$
The good thing is that $$ac$$ is an integer. Thus we can omit it.

Thomas - Could you plz explain the transition splitting the factors to "(a+b)(c+d)"? I simply can't follow this.

--Bob Prosperi
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 Messages In This Thread Simulating 15C RAN # on 35s - Tugdual - 02-14-2015, 05:13 PM RE: Simulating 15C RAN # on 35s - Namir - 02-15-2015, 03:44 AM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 04:01 AM RE: Simulating 15C RAN # on 35s - Paul Dale - 02-15-2015, 05:24 AM RE: Simulating 15C RAN # on 35s - Thomas Klemm - 02-15-2015, 07:28 AM RE: Simulating 15C RAN # on 35s - rprosperi - 02-15-2015 03:30 PM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 03:45 PM RE: Simulating 15C RAN # on 35s - rprosperi - 02-15-2015, 04:12 PM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 08:03 AM RE: Simulating 15C RAN # on 35s - Thomas Klemm - 02-15-2015, 08:24 AM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 10:37 AM RE: Simulating 15C RAN # on 35s - Paul Dale - 02-15-2015, 11:21 AM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 11:42 AM RE: Simulating 15C RAN # on 35s - Thomas Klemm - 02-15-2015, 11:37 AM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 12:01 PM RE: Simulating 15C RAN # on 35s - Thomas Klemm - 02-15-2015, 12:54 PM RE: Simulating 15C RAN # on 35s - Thomas Klemm - 02-15-2015, 05:00 PM RE: Simulating 15C RAN # on 35s - Tugdual - 02-15-2015, 05:17 PM RE: Simulating 15C RAN # on 35s - Thomas Klemm - 02-15-2015, 05:57 PM

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