This seems like an interesting approach. The only problem I can see running into is how to determine how many pairs have been discovered with each element 'close' to A or B. I guess it would be the number 'close' plus 1 (A or B) choose 2, but how would I know the total amount? Would I have to do...
Hello,
I'm working on a proof and I would like some help. I need to show that any set of 6 distinct 5-bit binary numbers must have at least 5 distinct pairs of elements with Hamming distance less than or equal to 2.
Hamming distance is the sum of the absolute value of each pair of coordinates...