The following pages link to (Q4883527):
Displaying 21 items.
- Pairwise comparisons simplified (Q298863) (← links)
- On reducing inconsistency of pairwise comparison matrices below an acceptance threshold (Q302136) (← links)
- The limit of inconsistency reduction in pairwise comparisons (Q328926) (← links)
- Further discussions on induced bias matrix model for the pair-wise comparison matrix (Q398662) (← links)
- A heuristic method to rectify intransitive judgments in pairwise comparison matrices (Q421772) (← links)
- A simplified implementation of the least squares solution for pairwise comparisons matrices (Q441016) (← links)
- On pairwise comparison matrices that can be made consistent by the modification of a few elements (Q539466) (← links)
- Pairwise comparison matrices and the error-free property of the decision maker (Q539470) (← links)
- An LP-based inconsistency monitoring of pairwise comparison matrices (Q646145) (← links)
- Convergence of inconsistency algorithms for the pairwise comparisons (Q671602) (← links)
- Inconsistent and contradictory judgements in pairwise comparison method in the AHP (Q1433166) (← links)
- Optimal inconsistency repairing of pairwise comparison matrices using integrated linear programming and eigenvector methods (Q1719544) (← links)
- Deriving priorities from inconsistent PCM using network algorithms (Q1730702) (← links)
- Inconsistency reduction in decision making via multi-objective optimisation (Q1754231) (← links)
- Reducing inconsistency measured by the geometric consistency index in the analytic hierarchy process (Q2028896) (← links)
- Some new properties of inconsistent pairwise comparisons matrices (Q2302771) (← links)
- Fast convergence of distance-based inconsistency in pairwise comparisons (Q2805431) (← links)
- INVERSE SENSITIVE ANALYSIS OF PAIRWISE COMPARISON MATRICES (Q3591647) (← links)
- Consistency measures for pairwise comparison matrices (Q4223164) (← links)
- Consistency adjustments for pairwise comparison matrices (Q5317907) (← links)
- (Q5389725) (← links)