Antimagic Labelings for Trees of Order 3 to 25
2023-07-14
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2022-08
2023-07
2023-07
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Title
Antimagic Labelings for Trees of Order 3 to 25
Published Date
2023-07-14
Authors
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Sutton, Andrew
amsutton@d.umn.edu
amsutton@d.umn.edu
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Abstract
This dataset contains antimagic labelings of all trees of order 3 to 25 as described in the paper "Finding Antimagic Labelings of Trees by Evolutionary Search"
Description
The archive contains 1679 compressed files, each containing 100000 text files, except the last compressed file which contains 79144 text files. This is a total of 167879144 text files, corresponding to the 167879144 unlabeled trees from order 3 to order 25 (cf. entry A000055 in The On-Line Encyclopedia of Integer Sequences).
Each text file is named tree-<n>-<id>.viz where <n> is the order of the tree (number of vertices) and <id> is a unique identifier. Each text file represents a unique tree with labeled vertices and edges in the DOT graph description language. The vertex/edge labeling corresponds to an antimagic labeling found by an evolutionary algorithm as presented in the paper "Finding Antimagic Labelings of Trees by Evolutionary Search" by L. Branson and A. M. Sutton. https://doi.org/10.1145/3594805.3607133
Referenced by
https://doi.org/10.1145/3594805.3607133
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National Science Foundation Grant No. 2144080
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Suggested citation
Branson, Luke; Sutton, Andrew M. (2023). Antimagic Labelings for Trees of Order 3 to 25. Retrieved from the Data Repository for the University of Minnesota (DRUM), https://doi.org/10.13020/pnrb-cm94.
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Readme_Sutton_2023.txt
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(3.84 KB)
antimagic-tree-labelings.tar
Tree Labeling Data
(11.88 GB)
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