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385385 \item the notion of logic consistency\footnote {In mathematics, if a set of axioms and their deduced results are consistent and
386386 do not contradict one another, then they exist. This is known as Hilber's Principle. This is different from the
387387 notion of `` consistency'' in Chapter \ref {ch:consistent-representations }, which requires the learned
388- representations to be consistent with the empirical data distributions. One consistency is inductive
388+ representations to be consistent with the empirical data distributions. One notion of consistency is inductive in nature
389389 and the other is deductive.} and proof by contradition,
390390\end {enumerate }
391391just to name a few? Or has it simply memorized a massive number of
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