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Re: difference between orthogonal and orthonormal
• A nonempty subset S of an inner product space V is said to
be orthogonal, if and only if for each distinct u, v in S, [u, v] = 0. However, it is orthonormal, if and only if an additional condition – for each vector u in S, [u, u] =...
Actually the main problem is that microsoft doesn't allow you to install drivers which are not 'digitally signed' directly (or easily) on windows vista and later versions (7 and 8). To get around this you must temporarily disable the signature verification process. So, here is a way through...
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