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Estimation of Decision Alternatives on the Basis of Interval Pairwise Comparison Matrices
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作者 Nataliya D. Pankratova Nadezhda I. Nedashkovskaya 《Intelligent Control and Automation》 2016年第2期39-54,共16页
This paper deals with the calculation of a vector of reliable weights of decision alternatives on the basis of interval pairwise comparison judgments of experts. These weights are used to construct the ranking of deci... This paper deals with the calculation of a vector of reliable weights of decision alternatives on the basis of interval pairwise comparison judgments of experts. These weights are used to construct the ranking of decision alternatives and to solve selection problems, problems of ratings construction, resources allocation problems, scenarios evaluation problems, and other decision making problems. A comparative analysis of several popular models, which calculate interval weights on the basis of interval pairwise comparison matrices (IPCMs), was performed. The features of these models when they are applied to IPCMs with different inconsistency levels were identified. An algorithm is proposed which contains the stages for analyzing and increasing the IPCM inconsistency, calculating normalized interval weights, and calculating the ranking of decision alternatives on the basis of the resulting interval weights. It was found that the property of weak order preservation usually allowed identifying order-related intransitive expert pairwise comparison judgments. The correction of these elements leads to the removal of contradictions in resulting weights and increases the accuracy and reliability of results. 展开更多
关键词 interval Pairwise Comparison Matrix interval Weights Weakly Consistent interval Expert judgments Intransitive interval Expert judgments Consistency Increasing of interval Expert judgments Weak and Strong Order Preservation
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Application of uncertain type of AHP to condition assessment of cable-stayed bridges 被引量:15
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作者 黄侨 任远 林阳子 《Journal of Southeast University(English Edition)》 EI CAS 2007年第4期599-603,共5页
In order to guarantee the safety service and life-span of long-span cable-stayed bridges, the uncertain type of analytic hierarchy process (AHP) method is adopted to access the bridge condition. The correlative theo... In order to guarantee the safety service and life-span of long-span cable-stayed bridges, the uncertain type of analytic hierarchy process (AHP) method is adopted to access the bridge condition. The correlative theory and applied objects of uncertain type of AHP are introduced, and then the optimal transitive matrix method is chosen to calculate the interval number judgment matrix, which makes the weights of indices more reliable and accurate. Finally, with Harbin Songhua River Cable-Stayed Bridge as an example, an index system and an assessment model are proposed for the condition assessment of this bridge, and by using uncertain type of AHP, the weights of assessment indices are fixed and the final assessment results of the bridge are calculated, which proves the feasibility and practicability of this method. The application of this assessment method can provide the scientific basis for maintenance and management of long-span cable-stayed bridges. 展开更多
关键词 cable-stayed bridge condition assessment uncertain type of analytic hierarchy process interval number judgment matrix
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