Add to ORKGIn this paper we solve mixed-integer linear programming including integer linear programming by isometric surface method under the MATLAB environment. The algorithm can quickly obtain the optimal mixed-integer point simultaneously using isometric planes and cutting planes derived from polyhedral-cones and rounded-minimal-balls at the highest vertex. Some techniques for making additional cutting planes and isometric planes are given such that only a few relaxation linear programming problems need to solve. Numerical tests show the conclusions
This dissertation is devoted to solving general mixed integer optimization problems. Our main focus ...
We study a mixed integer linear program with m integer variables and k non-negative continuous varia...
In this paper a linear programming-based optimization algorithm called the Sequential Cutting Plane ...
In this paper we solve mixed-integer linear programming including integer linear programming by isom...
Based on the isometric plane method for linear programming, an algorithm for integer linear programm...
Based on the isometric plane method for linear programming, an algorithm for integer linear programm...
In this paper, we solve strict mixed-integer linear programming not including integer linear program...
One of the most important breakthroughs in the area of Mixed Integer Linear Programming (MILP) is th...
Efficient numerical procedures for solving general Linear Programming (LP) problems with mixed real-...
My work focuses on cutting planes technology in Mixed Integer Programming. I explore novel classes o...
Linear programming (LP) is one of the most widely-applied techniques in operations research. Many me...
An algorithm is presented for solving families of integer linear programming problems in which the p...
This thesis is focused on a specific type of optimization problems commonly referred to as convex MI...
An algorithm that solves a linear program by using planes exterior to the feasible region is descri...
Linear programming is one of the most extensively used techniques in the toolbox of quantitative met...
This dissertation is devoted to solving general mixed integer optimization problems. Our main focus ...
We study a mixed integer linear program with m integer variables and k non-negative continuous varia...
In this paper a linear programming-based optimization algorithm called the Sequential Cutting Plane ...
In this paper we solve mixed-integer linear programming including integer linear programming by isom...
Based on the isometric plane method for linear programming, an algorithm for integer linear programm...
Based on the isometric plane method for linear programming, an algorithm for integer linear programm...
In this paper, we solve strict mixed-integer linear programming not including integer linear program...
One of the most important breakthroughs in the area of Mixed Integer Linear Programming (MILP) is th...
Efficient numerical procedures for solving general Linear Programming (LP) problems with mixed real-...
My work focuses on cutting planes technology in Mixed Integer Programming. I explore novel classes o...
Linear programming (LP) is one of the most widely-applied techniques in operations research. Many me...
An algorithm is presented for solving families of integer linear programming problems in which the p...
This thesis is focused on a specific type of optimization problems commonly referred to as convex MI...
An algorithm that solves a linear program by using planes exterior to the feasible region is descri...
Linear programming is one of the most extensively used techniques in the toolbox of quantitative met...
This dissertation is devoted to solving general mixed integer optimization problems. Our main focus ...
We study a mixed integer linear program with m integer variables and k non-negative continuous varia...
In this paper a linear programming-based optimization algorithm called the Sequential Cutting Plane ...