The Hamming distance between two binary strings of equal length is the number of positions at which the corresponding characters differ. Expressed as a fraction, it is:
Hamming distance fraction = (Number of differing positions)/(Total number of positions)
This gives the proportion of positions where the two strings do not match, ranging from 0 (identical strings) to 1 (completely different strings). Therefore, this hamming distance fraction is equivalent to:

Question

The Hamming distance between two binary strings of equal length is the number of positions at which the corresponding characters differ. Expressed as a fraction, it is: 
 Hamming distance fraction = (Number of differing positions)/(Total number of positions)​ 
 This gives the proportion of positions where the two strings do not match, ranging from 0 (identical strings) to 1 (completely different strings). Therefore, this hamming distance fraction is equivalent to:

Answer

1 - Jaccard similarity index

Answer

1 - Russel-Rao similarity index

Answer

None of the other options

Answer

1 - Sokal-Michener similarity index

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