The measurement scales, consistency index, inconsistency issues, missing judgment estimation and priority derivation methods have been extensively studied in the pairwise comparison matrix (PCM). Various approaches have been proposed to handle these problems, and made great contributions to the decision making. This paper reviews the literature of the main developments of the PCM. There are plenty of literature related to these issues, thus we mainly focus on the literature published in 37 peer reviewed international journals from 2010 to 2015 (searched via ISI Web of science). We attempt to analyze and classify these literatures so as to find the current hot research topics and research techniques in the PCM, and point out the future direc...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
The measurement scales, consistency index, inconsistency issues, missing judgment estimation and pri...
Pairwise comparison is a popular assessment method either for deriving criteria-weights or for evalu...
Pairwise comparison (PC) matrices are used in multi-attribute decision problems (MADM) in order to e...
abstract: A Pairwise Comparison Matrix (PCM) is used to compute for relative priorities of criteria ...
Our research focused on testing various characteristics of pairwise comparison (PC) matrices in cont...
The decision making problem considered here is to rank n alternatives from the best to the worst, us...
AbstractCardinal and ordinal inconsistencies are important and popular research topics in the study ...
AbstractThe Analytic Hierarchy Process is a decision-analysis tool which was developed by T.L. Saaty...
There is a theory which meets a prescription of the efficient and effective multicriteria decision m...
There are numerous priority deriving methods (PDMs) for pairwise-comparison-based (PCB) problems. Th...
Presumably complex systems can be better understood when they are broken down into their constituent...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
The measurement scales, consistency index, inconsistency issues, missing judgment estimation and pri...
Pairwise comparison is a popular assessment method either for deriving criteria-weights or for evalu...
Pairwise comparison (PC) matrices are used in multi-attribute decision problems (MADM) in order to e...
abstract: A Pairwise Comparison Matrix (PCM) is used to compute for relative priorities of criteria ...
Our research focused on testing various characteristics of pairwise comparison (PC) matrices in cont...
The decision making problem considered here is to rank n alternatives from the best to the worst, us...
AbstractCardinal and ordinal inconsistencies are important and popular research topics in the study ...
AbstractThe Analytic Hierarchy Process is a decision-analysis tool which was developed by T.L. Saaty...
There is a theory which meets a prescription of the efficient and effective multicriteria decision m...
There are numerous priority deriving methods (PDMs) for pairwise-comparison-based (PCB) problems. Th...
Presumably complex systems can be better understood when they are broken down into their constituent...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...
When the in/consistency in Pairwise Comparisons (PCs) is taken into consideration as the subarea of ...