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[FMFP] Prepare section on exercises
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@@ -75,6 +75,7 @@
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\newsection
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\section{Induction Proofs}
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\label{sec:induction-proofs}
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\input{parts/01_induction-proofs/00_intro.tex}
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\input{parts/01_induction-proofs/01_mathematical-induction.tex}
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\input{parts/01_induction-proofs/02_structural-induction.tex}
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@@ -161,5 +162,30 @@
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% \input{parts/05_modelling/}
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\newsection
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\section{Exercises}
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\subsection{Introduction}
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\input{parts/06_exercises/00_intro.tex}
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\subsection{Functional Programming}
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\input{parts/06_exercises/01_fp/00_eval-strats.tex}
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\input{parts/06_exercises/01_fp/01_haskell.tex}
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\input{parts/06_exercises/01_fp/02_natural-deduction.tex}
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\input{parts/06_exercises/01_fp/03_type-inference.tex}
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% \input{parts/06_exercises/01_fp/}
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\subsection{Induction}
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For induction proofs, see Section~\ref{sec:induction-proofs}, which were moved up, since they are used in both FP and FM,
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as well as being mentioned a few times in the rest of the summary.
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\subsection{Formal Methods}
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\input{parts/06_exercises/02_fm/00_imp.tex}
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\input{parts/06_exercises/02_fm/01_operational-semantics.tex}
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\input{parts/06_exercises/02_fm/02_axiomatic-semantics.tex}
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\input{parts/06_exercises/02_fm/03_modelling.tex}
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\input{parts/06_exercises/02_fm/04_ltl.tex}
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% \input{parts/06_exercises/02_fm/}
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% \input{parts/06_exercises/}
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\end{document}
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This section aims to give you an overview over how to solve different exercise types.
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An understanding of the rest of the topics covered in the lecture is expected, as well as understanding of haskell.
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There is a short section on haskell in this section, too.
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FMFP is known to feature an exam where time is at a premium, so the most important preparation likely is solving as many old exams as you can,
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to really get fast at solving the exercises in there, as the exams have been following a similar format, with predictable exercise types, for a long time.
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@@ -0,0 +1,10 @@
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\subsubsection{Evaluation strategies}
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Evaluation strategies formalize how programming languages evaluate the code.
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Most of the commonly used programming languages use \textit{eager evaluation}, whereas functional programming languages tend to prefer \textit{lazy evaluation}
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\paragraph{Lazy Evaluation}
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In Lazy Evaluation, expressions are substituted until all possible values are substituted and the expression is then evaluated.
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At the exam, it is likely that one such task will appear.
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\paragraph{Eager Evaluation}
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