Ranking engineering design concepts using a fuzzy outranking preference model
Fuzzy Sets and Systems
Elements of Software Science (Operating and programming systems series)
Elements of Software Science (Operating and programming systems series)
Artificial Intelligence for Engineering Design, Analysis and Manufacturing
Aircraft Design: A Conceptual Approach and Rds-student, Software for Aircraft Design, Sizing, and Performance Set (AIAA Education)
IEEE Transactions on Software Engineering
Impact of CAD tools on creative problem solving in engineering design
Computer-Aided Design
Large population size IGA with individuals' fitness not assigned by user
Applied Soft Computing
IEEE Transactions on Evolutionary Computation
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Formulation space exploration is a new strategy for multiobjective optimization that facilitates both divergent exploration and convergent optimization during the early stages of design. The formulation space is the union of all variable and design objective spaces identified by the designer as being valid and pragmatic problem formulations. By extending a computational search into the formulation space, the solution to an optimization problem is no longer predefined by any single problem formulation, as it is with traditional optimization methods. Instead, a designer is free to change, modify, and update design objectives, variables, and constraints and explore design alternatives without requiring a concrete understanding of the design problem a priori. To facilitate this process, we introduce a new vector/matrix-based definition for multiobjective optimization problems, which is dynamic in nature and easily modified. Additionally, we provide a set of exploration metrics to help guide designers while exploring the formulation space. Finally, we provide an example to illustrate the use of this new, dynamic approach to multiobjective optimization.