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Extend the parser so that it can handle verification conditions in Hoare logic. A specification can either contain a precondition and postcondition specified by the user, or it can be empty. If the user does not specify a precondition, then it is assumed that the precondition is always true.
These pre- and post-conditions are then fed into the Z3 theorem prover in order to verify whether the axioms contained in the program are provable in Hoare logic.
The text was updated successfully, but these errors were encountered:
Extend the parser so that it can handle verification conditions in Hoare logic. A specification can either contain a precondition and postcondition specified by the user, or it can be empty. If the user does not specify a precondition, then it is assumed that the precondition is always true.
These pre- and post-conditions are then fed into the Z3 theorem prover in order to verify whether the axioms contained in the program are provable in Hoare logic.
The text was updated successfully, but these errors were encountered: