(See Solution) Distance between Boolean vectors. Suppose that x and y are Boolean n -vectors, which means that each of their entries is either 0 or $1 .$
Question: Distance between Boolean vectors. Suppose that \(x\) and \(y\) are Boolean \(n\) -vectors, which means that each of their entries is either 0 or $1 .$ What is their distance \(\|x-y\|\) ?
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