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Adaptive hierarchical multi-objective fuzzy optimization for circuit design

1993 IEEE International Symposium on Circuits and Systems, 2002
The outline of a methodology for adaptive hierarchical multiobjective function optimization in a fuzzy sense is presented, suitable for circuit optimization and able to mimic to some extent the designer's interactive circuit design process. It is an effort to generalize and go beyond the Taguchi methodology of variability-then-target optimization with ...
B. R. S. Rodrigues, M. A. Styblinski
openaire   +1 more source

Fuzzy Optimization with Multi-Objective Evolutionary Algorithms: a Case Study

2007 IEEE Symposium on Computational Intelligence in Multi-Criteria Decision-Making, 2007
This paper outlines a real-world industrial problem for product-mix selection involving 8 decision variables and 21 constraints with fuzzy coefficients. On one hand, a multi-objective optimization approach to solve the fuzzy problem is proposed. Modified S-curve membership functions are considered.
G. Sanchez, F. Jimenez, P. Vasant
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Improved Genetic Algorithm of Multi-objective Structure Fuzzy Optimization

2008 Fifth International Conference on Fuzzy Systems and Knowledge Discovery, 2008
A kind of improved symmetry and a kind of improved asymmetry genetic algorithm were introduced to solve the general multi-objective optimization problem according to the different important degree of objective functions and constraint functions. It can search the optimum solution from many initial points at the same time.
Yinan Lai   +3 more
openaire   +1 more source

Optimization of Inventory with Fuzzy Multi-Objective Approach

Advances in Mathematical Finance and Applications,10(2 ...
Ahmadian, Ardeshir   +3 more
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Multi-objective fuzzy optimization of space trusses by Ms-Excel

Advances in Engineering Software, 2005
In this study space truss systems were design optimized by using fuzzy sets. For this aim @l formulation was applied. The analysis of the truss system is made with respect to matrix-displacement method. The algorithm of multi-objective fuzzy optimization was formed using the macros of Ms-Excel.
Omer Kelesoglu, Mehmet Ulker
openaire   +1 more source

A Multi-Objective Evolutionary Approach for Fuzzy Optimization in Production Planning

2006 IEEE International Conference on Systems, Man and Cybernetics, 2006
This paper outlines, first, a real-world industrial problem for product-mix selection involving 8 variables and 21 constraints with fuzzy coefficients and thereafter, a multi-objective optimization approach to solve the problem. This problem occurs in production planning in which a decision-maker plays a pivotal role in making decision under fuzzy ...
Fernando Jiménez   +3 more
openaire   +1 more source

Fuzzy Multi-Objective Model for Optimizing Project Compression

2023 6th International Conference on Data Storage and Data Engineering (DSDE), 2023
Nang-Fei Pan   +3 more
openaire   +1 more source

Fuzzy Preferences Incorporation into Multi-objective Optimization

2003
To facilitate the discussions on multi-objective optimization (MOO), we first give a short review on the definitions related to multiobjective optimization.
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Nonlinear Optimization with Fuzzy Constraints by Multi-Objective Evolutionary Algorithms

2006
Fuzzy constrained optimization problems have been extensively studied since the seventies. In the linear case, the first approaches to solve the so-called fuzzy linear programming problem were made in [12] and [15]. Since then, important contributions solving different linear models have been done and these models have been recipients of a great dealt ...
Fernando Jiménez   +4 more
openaire   +1 more source

Fuzzy preferences in multi-objective optimization (MOO)

2017
A method to obtain the Pareto solutions that are specified by human preferences is suggested. The main idea is to convert the fuzzy preferences into interval-based weights. With the help of the dynamically-weighted aggregation method, it is shown to be successful to find the preferred solutions on two test functions with a convex Pareto front. Compared
Jin, Y, Sendhoff, B
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