Re: Minimum Of N Numbers
Dear Mustafa,
Yeah i did say that the numbers are not stored in a memory,
but i ll be having N-numbers of modules which runs in paralle(As shown in fig)l and
i need to find the min of those numbers..
And the approach i followed is as follows,
say the N is 64,
divide the numbers as a group of 8 each and find the min of them,
which needs 8 cycles,
and after 8 cycles you ll be left with 8 numbers again and
repeat the aboce process to find the min of tht 8 numbers.
on a whole you ll be required with 8+8 cycles to find the min of the 64-numbers