Re: Re: too many special linear matrices
- To: mathgroup at smc.vnet.net
 - Subject: [mg68836] Re: [mg68824] Re: too many special linear matrices
 - From: Carl Woll <carlw at wolfram.com>
 - Date: Mon, 21 Aug 2006 03:27:29 -0400 (EDT)
 - References: <200608160736.DAA06175@smc.vnet.net> <CE14B3F1-9562-4363-9D03-D37E82CF28FB@mimuw.edu.pl> <ec1amo$os1$1@smc.vnet.net> <200608180712.DAA02032@smc.vnet.net> <ec64qm$1bp$1@smc.vnet.net> <200608200843.EAA04379@smc.vnet.net>
 - Sender: owner-wri-mathgroup at wolfram.com
 
Roger Bagula wrote:
>Andrzej Kozlowski wrote:
>
>  
>
>>
>>
>>Andrzej Kozlowski
>>
>> 
>>
>>    
>>
>
>Andrzej Kozlowski,
>Here are the error codes I get:
>Mathematica:
>SL[n_, p_] := Module[{vars =
>    Table[Unique[
>     a], {n2}], iters, mat}, iters = Map[{#, 0, p - 1} &, vars]; mat =
>        Partition[vars, n]; Reap[
>     Do[If[Det[mat,
>       Modulus -> p] == 1, Sow[mat], Continue[]], Evaluate[Sequence @@
>       iters]]][[2, 1]]]
>SL[2, 2]
>  
>
Roger,
The problem is that n2 should be n^2. I think your email client is set 
up to show n^2 with 2 as a superscript, but copy and pasting this form 
converts the n^2 to n2. If you are using Thunderbird, then you can 
deselect Options | Display | Display emoticons as graphics so that n^2 
is displayed without superscripts to avoid this issue.
At any rate, simply replace n2->n^2 in your corde to fix the errors you 
are seeing.
Carl Woll
Wolfram Research
>Table::"iterb" : "Iterator \!\({n2}\) does 
>          not have appropriate bounds. \!\(\*ButtonBox[\"Moreâ?¦\", ButtonStyle->\"
>              RefGuideLinkText\", ButtonFrame->None, \
>ButtonData:>\"General::iterb\"]\)"
>Table::"itform" : "Argument \!\(\(\((\(\(\({#1, 0, \(\(2 - 1\)\)}\)\) \
>&\))\)\)[\(\({n2}\)\)]\) at position \!\(2\) does not have the correct \
>form for an iterator. \!\(\*ButtonBox[\"Moreâ?¦\", \
>ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::itform\"]\)"
>Table::"iterb" : "Iterator \!\({n2}\) does not have appropriate bounds. \
>\!\(\*ButtonBox[\"Moreâ?¦\", ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::iterb\"]\)"
>Do::"write" : "Tag \!\(List\) in \!\({n2}\) is Protected. \
>\!\(\*ButtonBox[\"Moreâ?¦\", ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::write\"]\)"
>Do::"write" : "Tag \
>\!\(List\) in \!\({n2}\) is Protected. \!\(\*ButtonBox[\"Moreâ?¦\", \
>ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::write\"]\)"
>Part::"partw" : "Part \!\(1\) of \!\({}\) does not exist. \
>\!\(\*ButtonBox[\"Moreâ?¦\", ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::partw\"]\)"
>Do::"write" : "Tag \
>\!\(List\) in \!\({n2}\) is Protected. \!\(\*ButtonBox[\"Moreâ?¦\", \
>ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::write\"]\)"
>General::"stop" : "Further output of \!\(Do :: \"write\"\) will be suppressed \
>during this calculation. \!\(\*ButtonBox[\"Moreâ?¦\", \
>ButtonStyle->\"RefGuideLinkText\", ButtonFrame->None, ButtonData:>\"General::\
>stop\"]\)"
>Part::"partw" :
>         "Part \!\(1\) of \!\({}\) does not exist. \!\(\*ButtonBox[\"Moreâ?¦\", \
>ButtonStyle->\"RefGuideLinkText\", ButtonFrame->None, ButtonData:>\"Ge\
>neral::partw\"]\)"
>Part::"partw" : "Part \!\(1\) of \!\({}\) does not exist. \
>\!\(\*ButtonBox[\"Moreâ?¦\", ButtonStyle->\"RefGuideLinkText\", \
>ButtonFrame->None, ButtonData:>\"General::partw\"]\)"
>General::"stop" : "Further output of \!\(Part :: \"partw\"\) will be \
>suppressed during this calculation. \!\(\*ButtonBox[\"Moreâ?¦\", \
>ButtonStyle->\"RefGuideLinkText\", ButtonFrame->None, \
>ButtonData:>\"General::stop\"]\)"
>{Do[If[Det[mat$16, Modulus -> 2] == 1, Sow[mat$16], Continue[]], {a$22, 0, \
>1}, {{n2}, 0, 1}], {}}ã??2, 1ã??
>  
>
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- References:
- too many special linear matrices
- From: Roger Bagula <rlbagula@sbcglobal.net>
 
 - Re: too many special linear matrices
- From: Roger Bagula <rlbagula@sbcglobal.net>
 
 - Re: too many special linear matrices
- From: Roger Bagula <rlbagula@sbcglobal.net>
 
 
 - too many special linear matrices