SIGN IN
SIGN UP
The Euclidean degree-4 minimum spanning tree problem is NP-hard
Full Text:
Pdf
Buy this Article
Authors:
Andrea Francke
ETH Zürich, Zürich, Switzerland
Michael Hoffmann
ETH Zürich, Zürich, Switzerland
Published in:
· Proceeding
SCG '09
Proceedings of the 25th annual symposium on Computational geometry
Pages 179-188
ACM
New York, NY
, USA
©2009
table of contents
ISBN: 978-1-60558-501-7
doi>
10.1145/1542362.1542399
2009 Article
Bibliometrics
· Downloads (6 Weeks): 3
· Downloads (12 Months): 45
· Downloads (cumulative): 249
· Citation Count: 3
Tools and Resources
Buy this Article
Request Permissions
TOC Service:
Email
RSS
Save to Binder
Export Formats:
BibTeX
EndNote
ACM Ref
Upcoming Conference:
SoCG '13
Share:
|
Tags:
bounded-degree graphs
computations on discrete structures
degree-constricted graphs
degree-restricted graphs
geometric graphs
geometric optimization
geometrical problems and computations
np-complete
reduction
spanning trees
theory
trees
Feedback
|
Switch to
single page view
(no tabs)
**Javascript is not enabled and is required for the "tabbed view" or switch to the
single page view
**
Powered by
The ACM Guide to Computing Literature
All Tags
Export Formats
Save to Binder