Total correctness refers to the property of a program that guarantees both correctness of the output and termination within a finite number of iterations. It is ensured by using a bound function that decreases with each iteration of the loop until termination is reached.
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In this form the rule states that the properties of mutually recursive procedures have to be derived simultaneously with the same reoursion-depth counter. Page ...
We show that some well-known rules in a Hoare-style proof system for total correctness of recursive procedures can interact in such a way that they yield ...
We show that some well-known rules in a Hoare-style proof system for total correctness of recursive procedures can interact in such a way that they yield.
May 24, 2005 · 'Total correctness for procedures' published in 'Mathematical Foundations of Computer Science 1977'
In theoretical computer science, an algorithm is correct with respect to a specification if it behaves as specified.
Aug 9, 2018 · Partial correctness means that the program fulfills its specification, or does not terminate (infinite loop or recursion).
The primary contributions of this thesis are two type refinement systems such that typability of the same process in both establishes its total correctness: ...
We need an alternative total correctness loop rule that ensures that the loop always terminates. The idea is to require that on each iteration of the loop, some.
Missing: Procedures. | Show results with:Procedures.
We require that its value decreases by saying in the condition of the rule that, if its value is VE0 before the body, then its value is less than VE0 after the ...