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Re: How to make a loop for this problem!
*To*: mathgroup at smc.vnet.net
*Subject*: [mg75376] Re: How to make a loop for this problem!
*From*: Albert <awnl at arcor.net>
*Date*: Fri, 27 Apr 2007 05:24:29 -0400 (EDT)
*References*: <f0pkt5$28h$1@smc.vnet.net>
pskmaths at googlemail.com wrote:
> Hi all,
>
> This comand:
> A = Array[Random[Integer] &, {3, 3}]
> generates a 3x3 random matrix its terms between 0 and 1.
if you use Random[Integer] then the entries will be either 0 or 1, not
anything in between. There are only 512 possibilities (9^3) of 3x3
Matrices containing 0 or 1 only. So it does not make much sense to
generate them this way...
> I need to make a loop that geerates a finite number of matrices, let's
> say 512 and this loop check that non of the matrices is equal to
> another one (no repeated matrices)
>
> I can geerate thoses random, matrices with this command:
> Do[Print[Array[Random[Integer] &, {3, 3}]], {512}]
> but I may have two matrices that are equal and also as far as I know I
> cann't use the out put because of the command, Print.
to generate 512 unique matrices with entries between 0 and 1 you could use:
matrixlist = Take[
Union[
Table[Array[Random[]&,{3,3}],{600}]
],
512
];
you can then access the 12th matrix with:
matrixlist[[12]]
The code above generates some extra matrices, then uses Union to delete
doubles and takes the first 512 unique matrices. Of course it could
happen that the 600-512 extra matrices are not enough, but I think that
is very very unlikely and easy to solve (in fact I think it almost never
happens that you will get a double at all!). Also note that the matrices
are sorted in some way when using Union. If that is a problem you can
use UnsortedUnion which is defined in the further examples section for
the documentation of Union...
hth,
albert
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