To introduce an interval-valued linear fractional programming problem, we can consider another kind of possible linear fractional programming problems as follows: (8) where and are linear fractional ...

The problem is considered as a fully fuzzy linear fractional programming (FFLFP) problem where the variables and parameters both are characterized by TIFN. To find the optimal solution of the problem, ...

This paper deals with a fuzzy goal programming methodology for solving multiobjective linear fractional chance constrained programming problems containing fuzzy numbers and exponentially distributed ...

For example, in the previous problem, you could generate a cutting plane constraint from the fractional solution of x = 26.67 and y = 26.67 by taking the floor of each coefficient and adding them ...

Example 3.7: Goal-Programming a Product Mix Problem. This example shows how to use PROC LP to solve a linear goal-programming problem. PROC LP has the ability to solve a series of linear programs, ...

Cutting plane method is a way of solving linear programming problems that have integer variables, also known as integer programming problems. Integer variables are those that can only take whole ...

A Mixed-Integer-Linear-Programming (MILP) problem, formulation, and solution for a power systems generator biding strategy. The objective function is the sum of the unit price of the MW multiplied by ...

This paper introduces an interval valued linear fractional programming problem (IVLFP). An IVLFP is a linear frac-tional programming problem with interval coefficients in the objective function. It is ...