In this chapter we discuss approximation algorithms for partitioning a rectangle with interior points. This problem is denoted by RG-P, where RG stands for ...

A minimum edge length partitioning of a figure is a rectangular partitioning such that the sum of lengths of its edges is smallest among all valid partitionings ...

In the current chapter, we discuss approximation algorithms for partitioning a rectangle with interior points. This problem is denoted by RG-P in which RG.

In the current chapter, we discuss approximation algorithms for partitioning a rectangle with interior points. This problem is denoted by RG-P in which RG.

A rectangular.partition of the figure achieving the smallest length is called a minimum edge length rectangular partition ( MELRP for short). A concave ...

Heuristics for minimum edge length rectangular partitions of rectilinear figures.

The problem of partitioning a rectilinear figure into rectangles with minimum length is NP-hard and has bounded heuristics.

Teofilo F. Gonzalez, Si-Qing Zheng: Minimum Edge Length Rectangular Partitions. Handbook of Approximation Algorithms and Metaheuristics (2) 2018.

We consider the problem of partitioning isothetic polygons into rectangles by drawing edges of minimum total length. The problem has various applications ...

In this paper we show that the legnth of an optimal guillotine partition is not greater than 1.75 times the length of an optimal rectangular partition.