 (7) Monotonicity-based consensus states for the monometric rationalisation of ranking rules and how they are affected by tiesR. Pérez-Fernández, P. Alonso, I. Díaz, S. Montes and B. De Baets(2017) INTERNAT. J. APPROXIMATE REASONING. 91, 131-151. |
| (6) Monotonicity-based ranking on the basis of multiple partially specified reciprocal relationsR. Pérez-Fernández, M. Rademaker, P. Alonso, I. Díaz, S. Montes and B. De Baets(2017) FUZZY SETS AND SYSTEMS. 325, 69-96. |
| (5) Recursive monotonicity of the scorix: Borda meets CondorcetR. Pérez-Fernández and B. De Baets(2017) GROUP DECISION AND NEGOTIATION. 26, 793-813. |
| (4) Representations of votes based on pairwise information: monotonicity versus consistencyR. Pérez-Fernández and B. De Baets(2017) INFORMATION SCIENCES. 412-413, 87-100. |
| (3) Monotonicity as a tool for differentiating between truth and optimality in the aggregation of rankings R. Pérez-Fernández, P. Alonso, I. Díaz, S. Montes and B. De Baets(2017) JOURNAL OF MATHEMATICAL PSYCHOLOGY. 77, 1-9. |
| (2) The clone relation of a binary relationH. Bouremel, R. Pérez-Fernández, L. Zedam and B. De Baets(2017) INFORMATION SCIENCES. 382–383, 308-325. |
| (1) Monometrics and their role in the rationalisation of ranking rulesR. Pérez-Fernández, M. Rademaker and B. De Baets(2017) INFORMATION FUSION. 34, 16-27. |