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The characterizations enable us to: (a) prove the correctness of the algorithms, and (b) partially order the algorithms according to two standard performance measures: the number of nodes visited, and the number of consistency checks performed.
We prove soundness and correctness of the algorithms and show experimental results that indicate that they compare favorably to Reiter's hitting-set-based algorithm and El Fattah and Dechter's SAB.
This paper presents the algorithms for translating extended UML diagrams into Armani, the proofs of correctness of the algorithms, and an illustration of the FDAF approach by using the Domain Name System.
The correctness of the algorithms is proved and the complexities of the algorithms are analyzed.
RK carried out the analysis of the experimental results and checked the correctness of the algorithms applied.
The formulation presented here has several advantages over the original formulation in [ 23]: First, it is considerably simpler, where the correctness of the algorithms follows immediately from their descriptions.
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We repeat the testing several times to ensure validate the correctness of the algorithm.
The correctness of the algorithm is proved and optimization issues discussed.
The result given in graphical and tabular form shows the correctness of the algorithm.
A number of flows, simulated using this method are presented to assess the accuracy and correctness of the algorithm.
(A finer version of Cavalieri's principle was used by Zu Gengzhi in the 5th century to establish the correctness of the algorithm computing the volume of a sphere).
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