Abstract
In this work, we present a q -Taylor series method for fuzzy multiobjective linear fractional programming problems (FMOLFPPs). In q -calculus, q -Taylor series is a q -series expansion of a function with respect to q -derivatives. In the proposed approach, membership functions are defined to be piecewise linear. Membership functions associated with each objective of fuzy multiobjective linear fractional programming problem transformed by using q -Taylor series are unified. Thus, the problem is reduced to a single objective. To show the efficiency of the q -Taylor series method, we applied the method to some problems.
Keywords
Taylor series
Mathematics
Series (stratigraphy)
Taylor's theorem
Piecewise linear function
Linear-fractional programming
Fractional programming
Nonlinear programming
Applied mathematics
Mathematical optimization
Linear programming
Fuzzy logic
Series expansion
Piecewise
Nonlinear system
Computer science
Mathematical analysis
Subject Areas
Optimization and Mathematical Programming
·Control and Systems Engineering ·Physical Sciences
Optimization and Variational Analysis
·Computational Theory and Mathematics ·Physical Sciences
Multi-Criteria Decision Making
·Management Science and Operations Research ·Social Sciences
Citations by Year
2021: 1
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