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Rocío de Andrés Calle

Researcher at University of Salamanca

Publications -  13
Citations -  97

Rocío de Andrés Calle is an academic researcher from University of Salamanca. The author has contributed to research in topics: Group decision-making & Fuzzy set. The author has an hindex of 4, co-authored 13 publications receiving 84 citations.

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A new measure of consensus with reciprocal preference relations

TL;DR: A detailed study of the formal properties of the new correlation consensus degree shows that it verifies important properties that are common either to distance or to similarity functions between intensities of preferences, and it is proved that it is different to traditional consensus measures.
Journal ArticleDOI

A segment-based approach to the analysis of project evaluation problems by hesitant fuzzy sets

TL;DR: An extensive and systematized analysis of problems where experts voice their opinions on the attributes of projects through a hesitant fuzzy decision matrix provides the decision-maker with ample information on which he or she can rely to make the final decision.
Proceedings ArticleDOI

New correlation coefficients for hesitant fuzzy sets

TL;DR: A new approach based on the classical Pearson correlation coefficient for crisp values can express not only the strength of the relationship between two hesitant fuzzy sets, but also whether they are positively or negatively associated.
Journal ArticleDOI

Managing Interacting Criteria: Application to Environmental Evaluation Practices

TL;DR: A novel decision model to evaluate company’s environmental practices is proposed to improve traditional evaluation process in different facets using a multi-granular linguistic model that allows to adapt diverse evaluation scales according to appraisers’ knowledge.
Posted Content

Codifications of complete preorders that are compatible with Mahalanobis disconsensus measures

TL;DR: In this paper, the authors introduce the use of the Mahalanobis distance for the analysis of the cohesiveness of a group of linear orders or complete preorders, and prove that arbitrary codifications of the preferences are incompatible with this formulation, while affine transformations permit to compare profiles on the basis of such a proposal.