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Note required Coq version
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@ -84,7 +84,7 @@ In this early version, you get to take the author's word for it that we are abou
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However, one overarching element of our strategy is important enough to deserve to be called out here.
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However, one overarching element of our strategy is important enough to deserve to be called out here.
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We will study a variety of different approaches for formalizing what a program should do and for proving that a program does what it should.
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We will study a variety of different approaches for formalizing what a program should do and for proving that a program does what it should.
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At every step, we will pay close attention to the \emph{common foundation} that underlies everything.
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At every step, we will pay close attention to the \emph{common foundation} that underlies everything.
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For one thing, we will be proving all of our theorems with the Coq proof assistant, a powerful framework for writing and machine-checking proofs.
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For one thing, we will be proving all of our theorems with the Coq proof assistant\footnote{The author only makes an effort to keep the associated Coq code working with the latest Coq version, which is 8.16 as of this writing.}, a powerful framework for writing and machine-checking proofs.
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Coq itself is based on a relatively small set of core features, much like a well-designed programming language, and in both we build up increasingly sophisticated abstractions as libraries.
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Coq itself is based on a relatively small set of core features, much like a well-designed programming language, and in both we build up increasingly sophisticated abstractions as libraries.
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Those features can be thought of as the core of all mathematical reasoning.
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Those features can be thought of as the core of all mathematical reasoning.
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