Naslov
Intuitionistic fuzzy decision support based on EDAS and grey relational degree for historic bridges reconstruction priority

Autori
Rogulj, Katarina ; Kilić Pamuković, Jelena ; Antucheviciene, Jurgita ; Zavadskas, Edmundas Kazimieras

Izvornik
Soft computing (1432-7643) 26 (2022), 18; 9419-9444

Vrsta, podvrsta i kategorija rada
Radovi u časopisima, članak, znanstveni

Ključne riječi
Decision support model ; Intuitionistic fuzzy theory ; EDAS ; Grey relational degree ; Historic pedestrian bridges ; Reconstruction priority

Sažetak
Bridge management includes all actions in the life cycle of the bridge, to ensure its safety, stability, and functionality. Numerous problems have been identified that are primarily related to the organization of planning and the role of decision-making in the reconstruction of the historic pedestrian bridges. The planning process for the reconstruction of these bridges is crucial due to increased traffic load, poor condition, or damage to bridges. Some of these bridges are part of the cultural heritage, while some are unfairly neglected. The motivation for this research arose from the need to establish the priority for the reconstruction of historic pedestrian bridges to achieve their safety, stability, functionality, and cultural preservation. For this reason, a new decision support model based on intuitionistic fuzzy group decision-making to the multi-criteria analysis is created. The model combines multi- criteria method Evaluation Based on Distance from Average Solution and grey relational degree (GRD) with intuitionistic fuzzy theory. Three relevant decision groups of experts are formed, with the knowledge and expertise in the area of research problematic, establishing criteria for the evaluation. A new approach to the consistency of criteria weights is proposed. The intuitionistic fuzzy likelihood function is developed for the aggregation of bridge evaluations. Furthermore, GRD values are calculated to determine the reconstruction priority ranking of bridge for each decision group. The final ranking is defined by integrating Integer Linear Programming (ILP) and Ant Colony Optimization (ACO), determining spatial- functional, time, and financial constraints.

Izvorni jezik
Engleski

Znanstvena područja
Geodezija, Građevinarstvo, Temeljne tehničke znanosti

POVEZANOST RADA