Optimally cutting a surface into a disk
WebCiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): WebJun 5, 2002 · Optimally cutting a surface into a disk Pages 244–253 ABSTRACT References Index Terms Comments ABSTRACT We consider the problem of cutting a set of edges on a polyhedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing either the total number of cut edges or their total length.
Optimally cutting a surface into a disk
Did you know?
WebAbstract. We consider the problem of cutting a set of edges on a poly-hedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing either the … WebNov 12, 2015 · Given a graph G cellularly embedded on a surface Σ of genus g, a cut graph is a subgraph of G such that cutting Σ along G yields a topological disk. We provide a fixed parameter tractable approximation scheme for the problem of computing the shortest cut graph, that is, for any ε > 0, we show how to compute a (1 + ε) approximation of the …
WebOptimally Cutting a Surface into a Disk 1. We consider the problem of cutting a set of edges on a polyhedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing either the total number of cut edges or their total length. We show that this problem is NP-hard, even for manifolds without boundary and for ... Webwww.cs.uiuc.edu
WebJun 5, 2002 · ABSTRACT. We consider the problem of cutting a set of edges on a polyhedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing … WebAbstract We consider the problem of cutting a set of edges on a poly-hedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing either the total number of cut edges or their total length. We show that this problem is NP-hard, even for manifolds without boundary and for punctured spheres.
WebOptimally Cutting a Surface into a Disk Upgrade to remove ads. Home > Academic Documents > Optimally Cutting a Surface into a Disk. This preview shows page 1-2-24-25 out of 25 pages. Save. View Full Document. Premium Document. Do you want full access? Go Premium and unlock ...
WebJan 1, 2015 · Optimally Cutting a Surface into a Disk. Article. Full-text available. Aug 2002; Jeff Erickson; Sariel Har-Peled; We consider the problem of cutting a set of edges on a polyhedral manifold surface ... high quality hyundai seat coversWebWe consider the problem of cutting a subset of the edges of a polyhedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing either the total … high quality hybrid mattressesWebOptimally cutting a surface into a disk, by Jeff Erickson and Sariel Har-Peled, in SoCG02. Minimize the total weight of the cut graph. e.g., the total length of the cut. 6 Definitions M compact 2-manifold with boundary. Genus g maximum number of disjoint non-separating cycles of M. k number of boundary components. how many calories are in a pint of ice creamWebNov 14, 2003 · Abstract. We consider the problem of cutting a subset of the edges of a polyhedral manifold surface, possibly with boundary, to obtain a single topological disk, … how many calories are in a pizza burgerWebJan 1, 2002 · We use a simple, automatic strategy: first identify vertices with energy above a user-specified tolerance ε > 0, then compute a cut passing through all such vertices via the method of Erickson... how many calories are in a pitaya bowlWebOptimally cutting a surface into a disk Item Preview remove-circle Share or Embed This Item. Share to Twitter. Share to Facebook. Share to Reddit. Share to Tumblr. Share to Pinterest. Share via email. high quality image editingWebJul 2, 2002 · We consider the problem of cutting a set of edges on a polyhedral manifold surface, possibly with boundary, to obtain a single topological disk, minimizing either the … high quality ice climbing helmet