David Eppstein - Publications
- Spanning trees in multipartite geometric graphs.
A. Biniaz,
P. Bose,
D. Eppstein,
A. Maheshwari,
P. Morin, and
M. Smid.
arXiv:1611.01661.
Algorithmica 80
(11): 3177–3191, 2018.
We provide near-linear-time algorithms for minimum and maximum spanning
trees on Euclidean graphs given by multicolored point sets, where each
point forms a vertex, and each bichromatic pair of points forms an edge
with length equal to their Euclidean distance.
- Maximum plane trees in multipartite geometric graphs.
A. Biniaz,
P. Bose,
J.-L. De Carufel,
K. Crosbie,
D. Eppstein,
A. Maheshwari,
M. Smid.
15th Algorithms and Data Structures Symp. (WADS 2017), St. John's, Newfoundland.
Springer, Lecture
Notes in Comp. Sci. (2017), pp. 193–204.
Algorithmica 81 (4): 1512–1534, 2019.
We consider problems of constructing the maximum-length plane (non-self-crossing) spanning
tree on Euclidean graphs given by multicolored point sets, where each
point forms a vertex, and each bichromatic pair of points forms an edge
with length equal to their Euclidean distance.
We show that several such problems can be efficiently approximated.
- Noncrossing longest paths and cycles.
G. Aloupis,
A. Biniaz,
P. Bose,
J.-L. De Carufel,
D. Eppstein,
A. Maheshwari,
S. Odak,
M. Smid,
C. Tóth, and
P. Valtr.
32nd International Symposium on Graph Drawing and Network
Visualization.
Leibniz
International Proceedings in Informatics (LIPIcs) 320, 2024,
pp. 36:1–36:17.
arXiv:2410.05580.
Co-authors –
Publications –
David Eppstein –
Theory Group –
Inf. & Comp. Sci. –
UC Irvine
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