Add to ORKGIn this paper, we investigate conditions, weaker than consistency, that a pairwise comparison matrix has to satisfy in order to ensure that priority vectors proposed in literature are ordinal evaluation vectors for the actual ranking. In particular, we introduce a partial order on the rows of a pairwise comparison matrix; if it is a simple order, then the matrix is transitive, the actual ranking is easily established and priority vectors are ordinal evaluation vectors for the actual ranking
A crucial problem in a decision making process is the determination of a scale of relative importanc...
Let X be a set of alternatives and a_{ij} a positive number expressing how much the alternative x_{...
An overview of current debates and contemporary research devoted to the modeling of decision-making ...
Consistency and transitivity are important and leading research topics in the study of decision-maki...
Let X be a set of alternatives and a_{ij} a positive number expressing how much the alternative x_{...
Elsner L, Mehrmann V. Priority Vectors for Matrices of pairwise Comparisons. Methods of Operations R...
In the context of Pairwise Comparison Matrices (PCMs) defined over abelian linearly ordered group, ⊙...
The decision making problem considered here is to rank n alternatives from the best to the worst, us...
A crucial problem in a decision making process is the determination of a scale of relative importan...
There are numerous priority deriving methods (PDMs) for pairwise-comparison-based (PCB) problems. Th...
The paper deals with two crucial steps in multi-criteria decision analysis, that are consistency of ...
Pairwise comparisons have been a long standing technique for comparing alternatives/criteria and the...
Abstract. We examine three methods for ranking by pairwise comparison: Principal Eigen-vector, Hodge...
We consider reciprocal matrices over an abelian linearly ordered group; in this way we provide a gen...
AbstractCounter-examples are given to show that in decision making, different methods of deriving pr...
A crucial problem in a decision making process is the determination of a scale of relative importanc...
Let X be a set of alternatives and a_{ij} a positive number expressing how much the alternative x_{...
An overview of current debates and contemporary research devoted to the modeling of decision-making ...
Consistency and transitivity are important and leading research topics in the study of decision-maki...
Let X be a set of alternatives and a_{ij} a positive number expressing how much the alternative x_{...
Elsner L, Mehrmann V. Priority Vectors for Matrices of pairwise Comparisons. Methods of Operations R...
In the context of Pairwise Comparison Matrices (PCMs) defined over abelian linearly ordered group, ⊙...
The decision making problem considered here is to rank n alternatives from the best to the worst, us...
A crucial problem in a decision making process is the determination of a scale of relative importan...
There are numerous priority deriving methods (PDMs) for pairwise-comparison-based (PCB) problems. Th...
The paper deals with two crucial steps in multi-criteria decision analysis, that are consistency of ...
Pairwise comparisons have been a long standing technique for comparing alternatives/criteria and the...
Abstract. We examine three methods for ranking by pairwise comparison: Principal Eigen-vector, Hodge...
We consider reciprocal matrices over an abelian linearly ordered group; in this way we provide a gen...
AbstractCounter-examples are given to show that in decision making, different methods of deriving pr...
A crucial problem in a decision making process is the determination of a scale of relative importanc...
Let X be a set of alternatives and a_{ij} a positive number expressing how much the alternative x_{...
An overview of current debates and contemporary research devoted to the modeling of decision-making ...