Sure. If I have a 3x3 matrix with the numbers 1,2,3 on the first row,
4,5,6 on the second, and 7,8,9 on the third, I want to generate the
following matrix:
1,4,7;1,4,8;1,4,9;1,5,7;1,5,8;1,5,9;1,6,7;1,6,8;1,6,9;2,4,7;2,4,8;2,4,9;2,5,7;2,5,8;2,5,9;etc.
I think you get the idea. : ) The trick here is
I agree. I cannot find a combination or permuation way to manipulate
the matrix to get the expected outcomes. An example will be exreemly
helpful.
(Maybe this is obvious to everyboy except me, but ...)
Sorry for sounding a bit slow, but could you give a few examples for
what you consider a "combination" from e.g. a 3x3 array?
I mean that if you have a 3x3 matrix, you have 27 combinations and if
you have a 3x4 matrix, you have 81 combinations. If I have an mxn
matrix, I will have m^n combinations.
What do you mean by "hitting all possible combinations"? (e.g. All
possible combinations of selecting k elements?).
Could you clarify your question? Thanks!
I have a 2D matrix of test parameters that I'd like to step through,
hitting all possible combinations. I'd like the system to be dynamic
so that I can input a matrix of any size.
The obvious solution is to use nested for loops, but I don't think
that will allow me to handle dynamic matrix sizing
