Two-dimensional rectangle packing problem is the problem of packing a series of rectangles into a larger container with maximum area usage of the container. This problem involves many industrial applications, such as shipping, timber cutting, very large scale integration (VLSI) design, etc. It belongs to a subset of classical packing problems and has been shown to be NP hard. For solving this problem, many algorithms such as genetic algorithm, simulated annealing and other heuristic algorithms are presented. In this paper, a novel quasi-human heuristic algorithm is proposed according to the experience and wisdom of human being. 21 rectangle-packing test instances are tested by the produced algorithm, 16 instances of them having achieved opt...
In this paper the rectangle packing problem (RPP) is considered. The RPP consists in finding a packi...
An adaptive simulated annealing genetic algorithm is presented for the optimal layout problem of rec...
The rectangle-packing problem consists of finding an enclosing rectangle of smallest area that can co...
textabstractThe first algorithms for the on-line two-dimensional rectangle packing problem were intr...
Rectangle packing problem often appears in encasement and cutting as well as layout of homepage or n...
This paper focuses on a two-dimensional strip packing problem where a set of arbitrarily shaped rect...
We study a two-dimensional packing problem where rectangular items are placed into a circular contai...
We review several algorithms that can be used to solve the problem of packing rectangles into two-di...
ABSTRACT Two-dimensional rectangular strip packing problems belong to the broader class of Cutting a...
The rectangle packing problem consists of finding an enclosing rectangle of smallest area that can c...
We present new results on the problem of finding an enclos-ing rectangle of minimum area that will c...
AbstractWe formulate a generalization of the NP-complete rectangle packing problem by parameterizing...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
In this work, we deal with the problem of packing (orthogonally and without overlapping) identical r...
In this paper the rectangle packing problem (RPP) is considered. The RPP consists in finding a packi...
An adaptive simulated annealing genetic algorithm is presented for the optimal layout problem of rec...
The rectangle-packing problem consists of finding an enclosing rectangle of smallest area that can co...
textabstractThe first algorithms for the on-line two-dimensional rectangle packing problem were intr...
Rectangle packing problem often appears in encasement and cutting as well as layout of homepage or n...
This paper focuses on a two-dimensional strip packing problem where a set of arbitrarily shaped rect...
We study a two-dimensional packing problem where rectangular items are placed into a circular contai...
We review several algorithms that can be used to solve the problem of packing rectangles into two-di...
ABSTRACT Two-dimensional rectangular strip packing problems belong to the broader class of Cutting a...
The rectangle packing problem consists of finding an enclosing rectangle of smallest area that can c...
We present new results on the problem of finding an enclos-ing rectangle of minimum area that will c...
AbstractWe formulate a generalization of the NP-complete rectangle packing problem by parameterizing...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
We consider problems requiring to allocate a set of rectangular items to larger rectangular standard...
In this work, we deal with the problem of packing (orthogonally and without overlapping) identical r...
In this paper the rectangle packing problem (RPP) is considered. The RPP consists in finding a packi...
An adaptive simulated annealing genetic algorithm is presented for the optimal layout problem of rec...
The rectangle-packing problem consists of finding an enclosing rectangle of smallest area that can co...