In this thesis, we introduce and analyze a new two dimensional bin packing algorithm. We focus on the problem of packing rectangles with known dimensions into a fixed width, infinite height bin so as to minimize the total height of the packing. To analyze the algorithm we use statistical methods to compare the known optimal pack heights with the pack heights obtained by the algorithm on a set of randomly generated test problems. This gives us a general technique to not only analyze a single algorithm, but also one which may be used to compare existing algorithms. The method to generate test problems is another contribution of this thesis.Dept. of Economics, Mathematics, and Statistics. Paper copy at Leddy Library: Theses & Major Papers - Ba...
This article addresses several variants of the two-dimensional bin packing problem. In the most basi...
In the dual bin packing problem, the objective is to assign items of given size to the largest possi...
In the classical bin packing problem one receives a sequence of n items 1, 2,..., n with sizes s1, s...
We present a new approximation algorithm for the two-dimensional bin-packing probIem. The algorithm ...
In the two-dimensional bin packing problem (2BP) we are given a set of rectangular items, each chara...
We review several algorithms that can be used to solve the problem of packing rectangles into two-di...
We survey recent advances obtained for the two-dimensional bin packing problem. With regard to heuri...
The two-dimensional bin packing problem is a generalization of the classical bin packing problem and...
Abstract. Problem statement: Cutting and packing (C and P) problems are optimization problems that a...
We address the two-dimensional bin packing problem with fixed orientation. This problem requires pac...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
AbstractThe two-dimensional bin packing problem is a generalization of the classical bin packing pro...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
This thesis gives a survey of the bin packing problems. Bin packing problems address the problem of ...
This paper considers a non-oriented twodimensional bin packing problem, where a set of small recta...
This article addresses several variants of the two-dimensional bin packing problem. In the most basi...
In the dual bin packing problem, the objective is to assign items of given size to the largest possi...
In the classical bin packing problem one receives a sequence of n items 1, 2,..., n with sizes s1, s...
We present a new approximation algorithm for the two-dimensional bin-packing probIem. The algorithm ...
In the two-dimensional bin packing problem (2BP) we are given a set of rectangular items, each chara...
We review several algorithms that can be used to solve the problem of packing rectangles into two-di...
We survey recent advances obtained for the two-dimensional bin packing problem. With regard to heuri...
The two-dimensional bin packing problem is a generalization of the classical bin packing problem and...
Abstract. Problem statement: Cutting and packing (C and P) problems are optimization problems that a...
We address the two-dimensional bin packing problem with fixed orientation. This problem requires pac...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
AbstractThe two-dimensional bin packing problem is a generalization of the classical bin packing pro...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
This thesis gives a survey of the bin packing problems. Bin packing problems address the problem of ...
This paper considers a non-oriented twodimensional bin packing problem, where a set of small recta...
This article addresses several variants of the two-dimensional bin packing problem. In the most basi...
In the dual bin packing problem, the objective is to assign items of given size to the largest possi...
In the classical bin packing problem one receives a sequence of n items 1, 2,..., n with sizes s1, s...