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@@ -10,3 +10,7 @@ For integers the following functions are available: Normal arithmetic operations
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To use prefix notation on non-alphanumeric function names, wrap them in parenthesis like this: \texttt{(+) x z}. Using \texttt{+ x z} does not work.
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To use prefix notation on non-alphanumeric function names, wrap them in parenthesis like this: \texttt{(+) x z}. Using \texttt{+ x z} does not work.
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We can use the normal comparison operators that return a boolean on evaluation. \bi{Booleans} are \texttt{True} and \texttt{False}
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We can use the normal comparison operators that return a boolean on evaluation. \bi{Booleans} are \texttt{True} and \texttt{False}
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\subsection{Book}
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Since the Haskell Book recommended by the lecture is concise and really great, we recommend reading that book.
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\newpage
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\subsection{Induction on Derivation Sequence}
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\subsection{Induction on Derivation Sequence}
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A finite derivation sequence has a length $n \in \N$.
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A finite derivation sequence has a length $n \in \N$.
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We typically reason about finite derivation sequences using \bi{strong induction on the length of a derivation sequence},
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We typically reason about finite derivation sequences using \bi{strong induction on the length of a derivation sequence},
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\newpage
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\subsection{Proofs using CYP syntax}
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\subsection{Proofs using CYP syntax}
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\label{sec:cyp}
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\label{sec:cyp}
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Using CYP (Check Your Proof) syntax is allowed at the exams and can be a bit less to write depending on your writing style.
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Using CYP (Check Your Proof) syntax is allowed at the exams and can be a bit less to write depending on your writing style.
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