2018
DOI: 10.7546/nifs.2018.24.3.53-63
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Computational complexity and influence of numerical precision on the results of intercriteria analysis in the decision making process

Abstract: The present step from the research on InterCriteria Analysis (ICrA) discusses the issues of the computational complexity of the algorithm developed, and the influence which the numerical precision has on the results of its work. These questions are important from both theoretical, and practical point of view, especially in the context of the application of the method in support of the decision making process.

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Cited by 24 publications
(15 citation statements)
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“…The compexity of OTIFAFr algorithm is O(Dm 2 n 2 ) [15]). For the application of the OTIFAFr algorithm, we will use an updated version of the C++ utility we previously developed for the IFIMOA and IVIFIMOA algorithms.…”
Section: A An Optimal Temporal Intuitionistic Fuzzy Algorithm For Ass...mentioning
confidence: 99%
“…The compexity of OTIFAFr algorithm is O(Dm 2 n 2 ) [15]). For the application of the OTIFAFr algorithm, we will use an updated version of the C++ utility we previously developed for the IFIMOA and IVIFIMOA algorithms.…”
Section: A An Optimal Temporal Intuitionistic Fuzzy Algorithm For Ass...mentioning
confidence: 99%
“…The complexity of the algorithm whithout step 5 is O(Dmn) (the complexity of the ICrA in the step 5 is O(m 2 n 2 ) [17]).…”
Section: A Optimal Ivif Selection Of the Providersmentioning
confidence: 99%
“…The last step determinates the new rating coefficients of the experts. Let the expert d s (s = 1, ..., D) is participated in γ s procedures, on the basis of which his score r s = δ s , s is determined, then after his participation in (γ s + 1)-th procedure his score will be determined by [5]: The complexity of the algorithm whithout step 5 is O(Dmn) (the complexity of the ICrA in the step 5 is O(m 2 n 2 ) [10]).…”
Section: Intuitionistic Fuzzy Index-matrix Selection For the Outosourcing Providers At A Companymentioning
confidence: 99%