Algebraic data types - PowerPoint PPT Presentation

Let the |&gt; fun begin

An introduction to F#. Let the |&gt; fun begin. Bogdan Brinzarea-Iamandi Banca Romaneasca. 22 February 2010. Agenda. History. “The most original new face in computer languages since Bjarne Stroustrup developed C++ in the early 1980‘s”

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Boolean Satisfiability (SAT) Problems

Boolean Satisfiability (SAT) Problems. Given a propositional Boolean formula φ (a ∨ b) ∧ ( a → b) ∧ ( a ← b) ∧ ¬ ( a ∧ b) determine whether a satisfying assignment of variables to truth values exists. Result is a claim : SAT: at least one satisfying assignment exists

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Functional Programming Lecture 14 - induction on algebraic data types and lazy evaluation

Functional Programming Lecture 14 - induction on algebraic data types and lazy evaluation. We can reason, using induction, over any inductively defined set. That includes algebraic data types. Proof by induction on Trees. data Tree a = Nil | Node a (Tree a) (Tree a)

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Algebraic data types - PowerPoint PPT Presentation

Let the |&amp;gt; fun begin

Boolean Satisfiability (SAT) Problems

Functional Programming Lecture 14 - induction on algebraic data types and lazy evaluation

Let the |> fun begin