AbstractWe consider approximate PCPs for multidimensional bin-packing problems. In particular, we show how a verifier can be quickly convinced that a set of multidimensional blocks can be packed into a small number of bins. The running time of the verifier is bounded by O(logdn) where n is the number of blocks and d is the dimension
As Bin Packing is NP-hard already for k=2 bins, it is unlikely to be solvable in polynomial time eve...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1973.Vita.Bibliography...
AbstractAs Bin Packing is NP-hard already for k=2 bins, it is unlikely to be solvable in polynomial ...
AbstractWe consider approximate PCPs for multidimensional bin-packing problems. In particular, we sh...
We consider approximate PCPs for multidimensional bin-packing problems. In particular, we show how a...
AbstractWe study the parallel complexity of polynomial heuristics for the bin packing problem. We sh...
Low-order polynomial time algorithms for near-optimal solutions to the problem of bin packing are st...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
In this paper we introduce a new general framework for set covering problems, based on the combinati...
In this paper we introduce a new general framework for set covering problems, based on the combinati...
The bin packing problem has been the corner stone of approximation algorithms and has been extensive...
We solve an open problem in the literature by providing an online algorithm for multidimensional bin...
The Cube Packing Problem (CPP) is defined as follows. Find a packing of a given list of (small) cube...
AbstractWe investigate the question of when a verifier, with the aid of a proof, can reliably comput...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
As Bin Packing is NP-hard already for k=2 bins, it is unlikely to be solvable in polynomial time eve...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1973.Vita.Bibliography...
AbstractAs Bin Packing is NP-hard already for k=2 bins, it is unlikely to be solvable in polynomial ...
AbstractWe consider approximate PCPs for multidimensional bin-packing problems. In particular, we sh...
We consider approximate PCPs for multidimensional bin-packing problems. In particular, we show how a...
AbstractWe study the parallel complexity of polynomial heuristics for the bin packing problem. We sh...
Low-order polynomial time algorithms for near-optimal solutions to the problem of bin packing are st...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
In this paper we introduce a new general framework for set covering problems, based on the combinati...
In this paper we introduce a new general framework for set covering problems, based on the combinati...
The bin packing problem has been the corner stone of approximation algorithms and has been extensive...
We solve an open problem in the literature by providing an online algorithm for multidimensional bin...
The Cube Packing Problem (CPP) is defined as follows. Find a packing of a given list of (small) cube...
AbstractWe investigate the question of when a verifier, with the aid of a proof, can reliably comput...
We consider the d-dimensional cube packing problem (d-CPP): given a list L of d-dimensional cubes an...
As Bin Packing is NP-hard already for k=2 bins, it is unlikely to be solvable in polynomial time eve...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1973.Vita.Bibliography...
AbstractAs Bin Packing is NP-hard already for k=2 bins, it is unlikely to be solvable in polynomial ...