12TET Musical 3-Interval-String/6-Interval Cell/Set Non-Redundancy Permutation Ordering Problem: 
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 12TET Musical 3-Interval-String/6-Interval Cell/Set Non-Redundancy Permutation Ordering Problem:

I'm a non-computer-programmer working on a permutation/ordered set
problem by hand and was wondering if anybody out there can help me
with the problem.

The goal is to create 30 6-interval (containing all 6 of the 6 smaller
forms of the 6 12TET interval classes [1,2,3,4,5,6 semitones]) ordered
sets, which also internally contain all 120 possible orderings of 3 of
the 6 intervals.

I've done 3 passes so far by hand, and have only been able to produce
25 of the 30 cells before hitting a brick wall.


to respond privately. Thanks.

Bill Flavell



Wed, 20 Sep 2006 02:18:35 GMT  
 
 [ 1 post ] 

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