Adding all possible combinations of array elements
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I have an array of elements,
How would I generate a new array of all possible combinations, multiples, and combinations of multiples within a threshold limit of, say, 30?
ex:
X=[a b c d]; where a, b, c, d are real, positive, small integers
M=[a, b, c, d, 2*a, 2*b, ... 3*a, 3*b,...4*a, 4*b, ...a+b, a+b+c,... 2a+2b,...2a+c,... 10a+10b+d, ... .. .. ]
M(M>=30)=[];
where ALL possible combinations are there, excluding repeat combinations, but including repeat numbers
3 Kommentare
Image Analyst
am 12 Aug. 2014
Bearbeitet: Image Analyst
am 12 Aug. 2014
Well I think that would be an infinite number of numbers, unless you put on some constraints, like the multiplication factors must be positive integers or something.
Is this homework? It kind of sounds like homework.
And do you need to keep track of the multiplication factors that were used to create each number?
Image Analyst
am 12 Aug. 2014
Hey, are you still there?
K
am 12 Aug. 2014
Antworten (1)
Ahmet Cecen
am 12 Aug. 2014
0 Stimmen
Use combnk to get the the unique combinations over a,b,c and d. For each of those combinations, use base math to get the repetitive variations from 1 to 30. However, the number of elements within M might explode at 30. You might want to consider a lower number.
4 Kommentare
K
am 13 Aug. 2014
Ahmet Cecen
am 13 Aug. 2014
Use cell structure to keep the C's. C{i} with curly brackets.
K
am 13 Aug. 2014
K
am 13 Aug. 2014
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