AbstractIn 1781 the French mathematician G. Monge gave an optimality criterion and a greedy-like procedure for solving specially structured transportation problems. Here we present a ‘new’ approach for solving assignment problems which builts upon Monge's observation. The basic idea is to transform an arbitrary assignment problem into an ‘equivalent’ one where Monge's condition is fulfilled
. It is known that the d-dimensional axial transportation (assignment) problem can easily be solved ...
Recently two new ways of obtaining improved Lagrangean bounds have been suggested: Lagrangean decomp...
In 1955. H.W.Huhn published the Hungarian algorithm, the first polynomial-time algorithm for the ass...
AbstractIn 1781 the French mathematician G. Monge gave an optimality criterion and a greedy-like pro...
AbstractWe give an efficient algorithm which determines whether a condition due to Hoffman (1963) is...
We survey some recent developments in the analysis of greedy algorithms for assignment and transport...
AbstractGiven a cost matrix of the transportation problem and a permutation of the decision variable...
Let C be an n \Theta m matrix. Then the sequence S := ((i 1 ; j 1 ); (i 2 ; j 2 ); : : : ; (i nm ; j...
AbstractIn a feasible transportation problem, there is always an ordering of the arcs such that gree...
AbstractLet C be an n × m matrix. Then the sequence j:= ((i1, j1), (i2, j2), …, (inm, jnm)) of pairs...
The assignment problem is a special type of linear programming problem and it is sub class of transp...
The Anti-Monge-Toeplitz QAP (AMT-QAP) is a restricted version of the Quadratic Assignment Problem (Q...
An assignment problem (AP) is a meticulous case ofa transportation problem, in which the goal is to ...
This paper investigates a restricted version of the Quadratic Assignment Problem (QAP), where one of...
It is shown that the Bottleneck Assignment problem can be transformed into a special case of the cla...
. It is known that the d-dimensional axial transportation (assignment) problem can easily be solved ...
Recently two new ways of obtaining improved Lagrangean bounds have been suggested: Lagrangean decomp...
In 1955. H.W.Huhn published the Hungarian algorithm, the first polynomial-time algorithm for the ass...
AbstractIn 1781 the French mathematician G. Monge gave an optimality criterion and a greedy-like pro...
AbstractWe give an efficient algorithm which determines whether a condition due to Hoffman (1963) is...
We survey some recent developments in the analysis of greedy algorithms for assignment and transport...
AbstractGiven a cost matrix of the transportation problem and a permutation of the decision variable...
Let C be an n \Theta m matrix. Then the sequence S := ((i 1 ; j 1 ); (i 2 ; j 2 ); : : : ; (i nm ; j...
AbstractIn a feasible transportation problem, there is always an ordering of the arcs such that gree...
AbstractLet C be an n × m matrix. Then the sequence j:= ((i1, j1), (i2, j2), …, (inm, jnm)) of pairs...
The assignment problem is a special type of linear programming problem and it is sub class of transp...
The Anti-Monge-Toeplitz QAP (AMT-QAP) is a restricted version of the Quadratic Assignment Problem (Q...
An assignment problem (AP) is a meticulous case ofa transportation problem, in which the goal is to ...
This paper investigates a restricted version of the Quadratic Assignment Problem (QAP), where one of...
It is shown that the Bottleneck Assignment problem can be transformed into a special case of the cla...
. It is known that the d-dimensional axial transportation (assignment) problem can easily be solved ...
Recently two new ways of obtaining improved Lagrangean bounds have been suggested: Lagrangean decomp...
In 1955. H.W.Huhn published the Hungarian algorithm, the first polynomial-time algorithm for the ass...