Neutrosophic Hesitant Fuzzy Techniques and its Application to Structural Design

Abstract

Structural optimization in construction has attracted significant attention to sustainable development. In reality, structural model is associated with different imprecise parameters. Several factors influence the uncertain framework for optimization structural models. To tackle such structural difficulties, an effective design and optimization configuration is required. In this proposed work, we have created a solution procedure to solve multi objective problems under neutrosophic-hesitant fuzzy (NHF) environment in context of structural design. The suggested procedure is based on the NHF decision-making set that assigns a set of potential values for each objective function’s membership, non-membership, and indeterminacy degrees in a NHF environment. The efficiency, applicability, and utility of the proposed technique are presented here by using a three-bar truss design model.

Keywords

• multi objective structural problem
• hesitant fuzzy optimization
• neutrosophic-hesitant fuzzy optimization
• pareto optimal solution