Ok, this is how I would visulise it:
for a two dimential array
to find x,y is easy:
Data = y(Addr+x)
This treats your array like a page:
***********
***********
***********
***********
where each * represents your data
Thus for a three dimentinal array, I would think of it like a book with lots of pages:
Data=z(y(Addr+x)
Thus:
*********** *********** ***********
*********** *********** ***********
*********** *********** ***********
*********** *********** ***********
I can't visulise more than 3 dimentions (lots of books? in lots libraries in lots of cities... gah.. the list goes on...), damn my human brain, so for an array where you have n dimentions, you would need a loop to keep multiplying by n-1 until you got to n!!! wow that would use a lot of memory!!!!
I suggest you find a size you are happy with an sick to it :-D
Unless you are doing some kind of qunatum mechanics, I don't see the need for more than 4 dimentions to an array :-p
