For the sake of completeness we sketch a quick proof of this last fact.
The opposite direction of this implication, that is, the completeness of the logical relations with respect to contextual equivalence remains future work.
T his theorem allows us to obtain proof trees and test for completeness.
However, semantic completeness is achieved at the cost of making the set of types of a term undecidable.
Although our main focus is on corn yield, we also report the results for prices for completeness.
We present proof methods for correctness and completeness for definite programs and generalize them to normal programs.
We discuss a known method of proving correctness of definite programs and introduce a method for proving completeness.
For completeness, however, we note the following, possibly related, problem.
