Let D=(O,N), where O={(X,Z,{Ω})} and N={(Z,Z,{Ω})}
[...] The second rule says that Z is orthogonal to itself
Should that be “is not orthogonal to itself”? I thought the N meant non-orthogonal, so would think N={(Z,Z,{Ω})} means that Z is not orthogonal to itself.
(The transcript accurately reflects what was said in the talk, but I’m asking whether Scott misspoke.)
Should that be “is not orthogonal to itself”? I thought the N meant non-orthogonal, so would think N={(Z,Z,{Ω})} means that Z is not orthogonal to itself.
(The transcript accurately reflects what was said in the talk, but I’m asking whether Scott misspoke.)
Yeah, you are right. I will change it. Thanks.