AbstractA hybrid algorithm to solve large scale zero–one integer programming problems has been developed. The algorithm combines branch-and-bound, enumeration and cutting plane techniques. Mixed-integer cuts are generated in the initial phase of the algorithm and added to the L.P. Benders cuts are derived and used implicitly but, except for the cut from the initial LP, are not stored. The algorithm has been implemented on an experimental basis in MPSX/370 using its Extended Control Language and Algorithmic Tools. A computational study based on five well-known difficult test problems and on three practical problems with up to 2000 zer–one variables shows that the hybrid code compares favorably with MIP/370 and with results published for othe...
In recent years many advances have been made in solution techniques for specially structured 0–1 int...
In a previous paper in this journal, the authors described an implicit enumeration algorithm for the...
In recent years many advances have been made in solution techniques for specially structured 0–1 int...
AbstractA hybrid algorithm to solve large scale zero–one integer programming problems has been devel...
A cutting plane technique with applicability to the solution of general integer programs is presente...
AbstractIn a previous paper in this journal, the authors described an implicit enumeration algorithm...
w9255960 Integer programming (IP) problems are difficult to solve due to the integer restrictions im...
We investigate the use of cutting planes for integer programs with general integer variables. We sho...
Integer Linear Programming has been a growing area of study since the development of modern economie...
We investigate the use of cutting planes for integer programs with general integer variables. We sho...
The time-consuming process of solving large-scale Mixed Integer Programming problems using the branc...
The dynamic programming and branch-and-bound approaches are combined to produce a hybrid algorithm f...
Integer programming is a powerful modeling tool for a variety of decision making problems such as i...
This survey presents cutting planes that are useful or potentially useful in solving mixed integer p...
This survey presents cutting planes that are useful or potentially useful in solving mixed integer p...
In recent years many advances have been made in solution techniques for specially structured 0–1 int...
In a previous paper in this journal, the authors described an implicit enumeration algorithm for the...
In recent years many advances have been made in solution techniques for specially structured 0–1 int...
AbstractA hybrid algorithm to solve large scale zero–one integer programming problems has been devel...
A cutting plane technique with applicability to the solution of general integer programs is presente...
AbstractIn a previous paper in this journal, the authors described an implicit enumeration algorithm...
w9255960 Integer programming (IP) problems are difficult to solve due to the integer restrictions im...
We investigate the use of cutting planes for integer programs with general integer variables. We sho...
Integer Linear Programming has been a growing area of study since the development of modern economie...
We investigate the use of cutting planes for integer programs with general integer variables. We sho...
The time-consuming process of solving large-scale Mixed Integer Programming problems using the branc...
The dynamic programming and branch-and-bound approaches are combined to produce a hybrid algorithm f...
Integer programming is a powerful modeling tool for a variety of decision making problems such as i...
This survey presents cutting planes that are useful or potentially useful in solving mixed integer p...
This survey presents cutting planes that are useful or potentially useful in solving mixed integer p...
In recent years many advances have been made in solution techniques for specially structured 0–1 int...
In a previous paper in this journal, the authors described an implicit enumeration algorithm for the...
In recent years many advances have been made in solution techniques for specially structured 0–1 int...