According to the Curry-Howard correspondence (CHC) compiling a program corresponds to verifying a prove and running a program corresponds to implication elimination in that prove. Suppose you have a ...
Is there a typed lambda calculus where the corresponding logic under the Curry-Howard correspondence is consistent, and where there are typeable lambda expressions for every computable function? This ...
What is the relation between simply typed lambda calculus and higher order logic? Under Curry-Howard it seems that simply typed lambda calculus corresponds to propositional logic. How is it related ...
Can Curry-Howard prove a theorem from the types in your program, that has nothing to do with your program? [closed]
The following link states: Curry-Howard means that any type can be interpreted as a theorem in some logical system, and any term can be interpreted as a proof of its type. This does not mean ...