AbstractIn this paper we present approximation results for the class constrained bin packing problem that has applications to Video-on-Demand Systems. In this problem we are given bins of size B with C compartments, and n items of Q different classes, each item i∈{1,…,n} with class ci and size si. The problem is to pack the items into bins, where each bin contains at most C different classes and has total items size at most B. We present several approximation algorithms for offline and online versions of the problem
AbstractWe study the following variant of the bin packing problem. We are given a set of items, wher...
AbstractWe consider class-constrained packing problems, in which we are given a set of bins, each ha...
AbstractThis paper investigates a new version of the on-line variable-sized bin packing problem. Sup...
In this paper we present approximation results for the class constrained bin packing problem that ha...
AbstractIn this paper we present approximation results for the class constrained bin packing problem...
AbstractWe study the following variant of the bin packing problem. We are given a set of items, wher...
We consider a packing problem arising in storage management of Video on Demand (VoD) systems. The sy...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
The bin packing problem asks for a packing of a list of items from (0, 1] into the smallest possible...
AbstractThe bin-packing problem asks for a packing of a list of items of sizes from (0,1] into the s...
The bin-packing problem asks for a packing of a list of items of sizes from (0, 1) into the smallest...
Given bins of size B, non-negative values d and ∆, and a list L of items, each item e ∈ L with size ...
AbstractWe study the following variant of the bin packing problem. We are given a set of items, wher...
AbstractWe consider class-constrained packing problems, in which we are given a set of bins, each ha...
AbstractThis paper investigates a new version of the on-line variable-sized bin packing problem. Sup...
In this paper we present approximation results for the class constrained bin packing problem that ha...
AbstractIn this paper we present approximation results for the class constrained bin packing problem...
AbstractWe study the following variant of the bin packing problem. We are given a set of items, wher...
We consider a packing problem arising in storage management of Video on Demand (VoD) systems. The sy...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
In this paper we present a dual approximation scheme for the class constrained shelf bin packing pro...
The bin packing problem asks for a packing of a list of items from (0, 1] into the smallest possible...
AbstractThe bin-packing problem asks for a packing of a list of items of sizes from (0,1] into the s...
The bin-packing problem asks for a packing of a list of items of sizes from (0, 1) into the smallest...
Given bins of size B, non-negative values d and ∆, and a list L of items, each item e ∈ L with size ...
AbstractWe study the following variant of the bin packing problem. We are given a set of items, wher...
AbstractWe consider class-constrained packing problems, in which we are given a set of bins, each ha...
AbstractThis paper investigates a new version of the on-line variable-sized bin packing problem. Sup...