A comparative study is made of algorithms for a general multidimensional problem involving the packing of k-part objects in k compartments in a large supply of bins. The goal is to pack the objects using a minimum number of bins. The properties and limitations of the algorithms are discussed, including k-dimensional analogs of some popular one-dimensional algorithms. An application of the algorithms is the design of computer networks
The Multi-Level Bin Packing problem is a generalisation of the widely-known NP-hard Bin Packing prob...
AbstractThe two-dimensional bin packing problem is a generalization of the classical bin packing pro...
In the two-dimensional bin packing problem (2BP) we are given a set of rectangular items, each chara...
This thesis gives a survey of the bin packing problems. Bin packing problems address the problem of ...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
We consider the problem of orthogonally packing a given set of rectangular-shaped boxes into the min...
The two-dimensional bin packing problem is a generalization of the classical bin packing problem and...
We survey recent advances obtained for the two-dimensional bin packing problem. With regard to heuri...
Includes bibliographical references (pages 84-88)A three-dimensional bin-packing problem is\ud consi...
The bin packing problem has been the corner stone of approximation algorithms and has been extensive...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
We consider a variant of bin packing calledmultiple-choice vector bin packing. In this problem we ar...
Bin packing is an optimizational NP-hard problem of packing items of given sizes into minimum number...
We solve an open problem in the literature by providing an online algorithm for multidimensional bin...
The multi-level bin packing problem (MLBP) and its variant problem with partial orders (MLBPPO) are ...
The Multi-Level Bin Packing problem is a generalisation of the widely-known NP-hard Bin Packing prob...
AbstractThe two-dimensional bin packing problem is a generalization of the classical bin packing pro...
In the two-dimensional bin packing problem (2BP) we are given a set of rectangular items, each chara...
This thesis gives a survey of the bin packing problems. Bin packing problems address the problem of ...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
We consider the problem of orthogonally packing a given set of rectangular-shaped boxes into the min...
The two-dimensional bin packing problem is a generalization of the classical bin packing problem and...
We survey recent advances obtained for the two-dimensional bin packing problem. With regard to heuri...
Includes bibliographical references (pages 84-88)A three-dimensional bin-packing problem is\ud consi...
The bin packing problem has been the corner stone of approximation algorithms and has been extensive...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
We consider a variant of bin packing calledmultiple-choice vector bin packing. In this problem we ar...
Bin packing is an optimizational NP-hard problem of packing items of given sizes into minimum number...
We solve an open problem in the literature by providing an online algorithm for multidimensional bin...
The multi-level bin packing problem (MLBP) and its variant problem with partial orders (MLBPPO) are ...
The Multi-Level Bin Packing problem is a generalisation of the widely-known NP-hard Bin Packing prob...
AbstractThe two-dimensional bin packing problem is a generalization of the classical bin packing pro...
In the two-dimensional bin packing problem (2BP) we are given a set of rectangular items, each chara...