'Program terminates' diaporamas de présentation

Proving Program Correctness

Proving Program Correctness. The Axiomatic Approach. What is Correctness?. Correctness: partial correctness + termination Partial correctness: Program implements its specification. Proving Partial Correctness. Goal: prove that program is partially correct

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Section 1.5: Intractable problems

Section 1.5: Intractable problems. The Halting Problem. Animation overview. In this animation you will be shown what The Halting Problem is. You will see: what it means to say if a program halts (terminates) examples of programs that do and do not halt.

273 views • 15 slides

Section 8.2 Program Correctness (for imperative programs)

Section 8.2 Program Correctness (for imperative programs) A theory of program correctness needs wffs, axioms, and inference rules. Wffs (called Hoare triples) are of the form { P } S { Q }

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Software Verification 1 Deductive Verification

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Session-7 CSIT 121 Spring 2006

194 views • 6 slides