Given an arbitrary polygon with n vertices, we wish to partition it into p connected pieces of given areas. The problem is motivated by a robotics ...
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The task of deciding whether a given multiset S of positive integers can be partitioned into two subsets S 1 and S 2 such that the sum of the numbers in S 1 ...
Given an arbitrary polygon with $n$ vertices, we wish to partition it into $p$ connected pieces of given areas. The problem is motivated by a robotics ...
Dec 6, 2023 · I have a real-world (see background below) problem wherein a set S={A,B,C,D...} needs to be partitioned into set P={{A,B},{D},{E,F},{C,G,H},...
This problem is divided into two subproblems as area partition and area exploration problem. The work we present in this paper is a part of our main problem.
Jun 2, 2010 · I'd like to split the rectangles into subrectangles based on point density (giving a number of subrectangles or desired density, whichever is easiest).
May 9, 2022 · 2.1 Coverage Area Partitioning. The Coverage Area Partitioning problem involves the splitting of an area into a set of disjoint subregions ...
Feb 22, 2021 · If we only want the area to be equal (and do not care about perimeter), then the problem becomes easy for any m: move a "knife" (a straight line) ...
The current work focuses on the area partitioning algorithm considering a few significant parameters such as static obstacles and altitude of UAVs. For any ...
Oct 29, 2011 · I'm struggling to understand the dynamic programming solution to linear partitioning problem. I am reading the The Algorithm Design Manual and the problem is ...