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modify chapter 9 and 6
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chapters/chapter9/future.tex

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@@ -385,7 +385,7 @@ \subsection{From Inductive to Deductive Intelligence}
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\item the notion of logic consistency\footnote{In mathematics, if a set of axioms and their deduced results are consistent and
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do not contradict one another, then they exist. This is known as Hilber's Principle. This is different from the
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notion of ``consistency'' in Chapter \ref{ch:consistent-representations}, which requires the learned
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representations to be consistent with the empirical data distributions. One consistency is inductive
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representations to be consistent with the empirical data distributions. One notion of consistency is inductive in nature
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and the other is deductive.} and proof by contradition,
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\end{enumerate}
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just to name a few? Or has it simply memorized a massive number of

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