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Questions related to mathematical logic and its use in computer science
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Can this set of propositions be represented and proved in Haskell?
I used a set of natural language statements and their formalization from Gries and Schneider. I attempted to transform the propositions into Haskell equations. For example, for S0 : $a \land w \Righ …
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Proving a first order logic theorem in equational logic with a term rewriting system
I am trying to translate and prove a theorem, originally written in first order logic (FOL), into a combination of equational logic (EL) and Boolean logic (BL) (more precisely a model of Boolean Algebra … In general, this can be written as $\Gamma \models_{EL+BL+Sk} \varphi$, which means that under $EL+BL+Sk$ logic the sentence $\varphi$ is true in all models of $\Gamma$. …
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Can every sentence of first-order logic be converted into an equisatisfiable equation in Boo...
In particular, the BOOL module can be viewed as a formalisation of propositional logic defined by a set of equations. … Proof
A combination of Equational Logic, Boolean Algebra, and order sorted term rewriting is used for proof. …