We introduce an optimization problem called a minimax program that is similar to a linear program, except that the addition operator is replaced in the constraint equations by the maximum operator. We clarify the relation of this problem to some better-known problems. We identify an interesting special case and present an efficient algorithm for its solution. 1 Introduction Over the last fifty years, thousands of problems of practical interest have been formulated as a linear program. Not only has the linear programming model proven to be widely applicable, but ongoing research has discovered highly effective algorithms for solution of various classes of linear programs. Linear programming represents one of the major achievements of the op...
In this paper, the mixed-integer linear programming (MILP) of minimax assignment is formed, and a so...
In this paper, the mixed-integer linear programming (MILP) of minimax assignment is formed, and a so...
In this paper, we consider an optimal control non linear problme with bounded constraints on reachab...
imax program formulation. In section 3 we describe its relation to known problems. In section 4 we d...
This report describes an optimization problem called a minimax program that is similar to a linear p...
A constrained minimax problem is converted to minimization of a sequence of unconstrained and contin...
Title: Optimization Problems under (max, min)-Linear Constraints and Some Related Topics. Author: Ma...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
In this paper, a new objective penalty function approach is proposed for solving minimax programming...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
Linear programming is one of the most successful disciplines within the eld of operations research. ...
In this paper, the mixed-integer linear programming (MILP) of minimax assignment is formed, and a so...
In this paper, the mixed-integer linear programming (MILP) of minimax assignment is formed, and a so...
In this paper, we consider an optimal control non linear problme with bounded constraints on reachab...
imax program formulation. In section 3 we describe its relation to known problems. In section 4 we d...
This report describes an optimization problem called a minimax program that is similar to a linear p...
A constrained minimax problem is converted to minimization of a sequence of unconstrained and contin...
Title: Optimization Problems under (max, min)-Linear Constraints and Some Related Topics. Author: Ma...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
In this paper, a new objective penalty function approach is proposed for solving minimax programming...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
A number of methods for multiple-objective optimization problems (MOP) give as solution to MOP the s...
Linear programming is one of the most successful disciplines within the eld of operations research. ...
In this paper, the mixed-integer linear programming (MILP) of minimax assignment is formed, and a so...
In this paper, the mixed-integer linear programming (MILP) of minimax assignment is formed, and a so...
In this paper, we consider an optimal control non linear problme with bounded constraints on reachab...