In this paper, a new fuzzy linear programming (FLP)-based methodology using a specific membership function named modified logistic membership function is proposed. The modified logistic membership function is first formulated and its flexibility established by an analytical approach. This membership function is tested for its useful performance through an illustrative example by employing FLP. The developed methodology of FLP has provided confidence in applying to real-life industrial production planning problem. This approach of solving industrial production planning problem can provide feedback to the decision maker, implementer and analyst. In such cases, this approach can be called interactive FLP. There is a possibility to design the s...
The purpose of this study is to examine Interactive Fuzzy Linear Programming (IFLP) model by using Z...
Linear programming (LP) is the most widely used optimization technique for solving real-life problem...
In this study, we discussed a fuzzy programming approach to bi-level linear programming problems and...
The modem trend in industrial application problem deserves modeling of all relevant vaque or fuzzy i...
The purpose of this paper is establishing the usefulness of newly formed modified S-curve membership...
Fuzzy Linear Programming (FLP) is a Linear Programming method applied in Fuzzy environment. In this ...
In order to develop approaches to solve a fuzzy linear programming problem, it is necessary to study...
In order to develop approaches to solve a fuzzy linear programming problem, it is necessary to study...
This paper deals with re-modelling of a fuzzy linear programming (FLP) for an optimal product-mix de...
This paper shows an application of a novel algorithm for Fuzzy Linear Programming (FLP) problems wit...
The purpose of this study is to examine Interactive Fuzzy Linear Programming (IFLP) model by using Z...
Linear programming (LP) is an optimisation technique most widely used for optimal allocation of limi...
This paper focuses on optimizing product-mix problem using real-world data of a food processing indu...
Linear programming is one of the frequently applied tools in supply chain management. However, manag...
In this paper, we consider linear programming problems with fuzzy objective function coefficients. I...
The purpose of this study is to examine Interactive Fuzzy Linear Programming (IFLP) model by using Z...
Linear programming (LP) is the most widely used optimization technique for solving real-life problem...
In this study, we discussed a fuzzy programming approach to bi-level linear programming problems and...
The modem trend in industrial application problem deserves modeling of all relevant vaque or fuzzy i...
The purpose of this paper is establishing the usefulness of newly formed modified S-curve membership...
Fuzzy Linear Programming (FLP) is a Linear Programming method applied in Fuzzy environment. In this ...
In order to develop approaches to solve a fuzzy linear programming problem, it is necessary to study...
In order to develop approaches to solve a fuzzy linear programming problem, it is necessary to study...
This paper deals with re-modelling of a fuzzy linear programming (FLP) for an optimal product-mix de...
This paper shows an application of a novel algorithm for Fuzzy Linear Programming (FLP) problems wit...
The purpose of this study is to examine Interactive Fuzzy Linear Programming (IFLP) model by using Z...
Linear programming (LP) is an optimisation technique most widely used for optimal allocation of limi...
This paper focuses on optimizing product-mix problem using real-world data of a food processing indu...
Linear programming is one of the frequently applied tools in supply chain management. However, manag...
In this paper, we consider linear programming problems with fuzzy objective function coefficients. I...
The purpose of this study is to examine Interactive Fuzzy Linear Programming (IFLP) model by using Z...
Linear programming (LP) is the most widely used optimization technique for solving real-life problem...
In this study, we discussed a fuzzy programming approach to bi-level linear programming problems and...