Product-mix decision through theory of constraints (TOC) should take into account considerations like the decision-maker’s (DM) level of satisfaction in order to make product-mix decision a robust one. Sensitivity of the decision made, needs to be focused for a bottle-neck-free, optimal product-mix solution of TOC problem. A membership function (MF) has been suitably designed in the present work, first in finding out the degree of imprecision in the product-mix decision, and thereafter to sense the level of satisfaction of the DM. Inefficiency of traditional linear programming (LP) in handling multiple-bottleneck problem through TOC has been discussed through an illustrative example. Comparison of traditional LP over fully fuzzified-LP (FLP...
In this paper, we consider linear programming problems with fuzzy objective function coefficients. I...
This aim of this paper is to develop an integrated decision model which incorporates product priorit...
In this paper, a new fuzzy linear programming (FLP)-based methodology using a specific membership fu...
Dinibütün, Abdurrahman Talha (Dogus Author), Dimirovski, Georgi M. (Dogus Author)This paper presents...
This paper discusses the fuzzy decision making under the theory-of-constraints (TOC) for the product...
This paper focuses on optimizing product-mix problem using real-world data of a food processing indu...
This paper models a crisp Linear Programming (LP) as a Compromise Fuzzy Multi-Objective LP (CFMOLP)....
This chapter demonstrates development of a novel compromise linear programming having fuzzy resource...
This paper considers several models of product-mix decision problems and production planning problem...
In this paper, we deal with the problem of determining the optimal product mix and production quanti...
This paper deals with re-modelling of a fuzzy linear programming (FLP) for an optimal product-mix de...
Identification and determination of products and their quantities according to available resources a...
Abstract: The modern trend in industrial application problem deserves modeling of all relevant vague...
Perhaps due to its origins in a production scheduling software called Optimised Production Technolog...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2006 World Automation Congress, WAC'0...
In this paper, we consider linear programming problems with fuzzy objective function coefficients. I...
This aim of this paper is to develop an integrated decision model which incorporates product priorit...
In this paper, a new fuzzy linear programming (FLP)-based methodology using a specific membership fu...
Dinibütün, Abdurrahman Talha (Dogus Author), Dimirovski, Georgi M. (Dogus Author)This paper presents...
This paper discusses the fuzzy decision making under the theory-of-constraints (TOC) for the product...
This paper focuses on optimizing product-mix problem using real-world data of a food processing indu...
This paper models a crisp Linear Programming (LP) as a Compromise Fuzzy Multi-Objective LP (CFMOLP)....
This chapter demonstrates development of a novel compromise linear programming having fuzzy resource...
This paper considers several models of product-mix decision problems and production planning problem...
In this paper, we deal with the problem of determining the optimal product mix and production quanti...
This paper deals with re-modelling of a fuzzy linear programming (FLP) for an optimal product-mix de...
Identification and determination of products and their quantities according to available resources a...
Abstract: The modern trend in industrial application problem deserves modeling of all relevant vague...
Perhaps due to its origins in a production scheduling software called Optimised Production Technolog...
Dimirovski, Georgi M. (Dogus Author) -- Conference full title: 2006 World Automation Congress, WAC'0...
In this paper, we consider linear programming problems with fuzzy objective function coefficients. I...
This aim of this paper is to develop an integrated decision model which incorporates product priorit...
In this paper, a new fuzzy linear programming (FLP)-based methodology using a specific membership fu...