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Dataset for New Results on Tripod Packings

Dataset

Description

The files contain tripod packings obtained in the study "P.R.J. Östergård & A. Pöllänen, New results on tripod packings". More specifically, they prove the lower bounds in Table 5 of the paper. The two files contain sets of orbit representatives of codes and explicit packings in matrix form. For each type of symmetry, the results presented are for n=3,4,…. Codewords are of the form (x,y,z), where x,y,z∈{0,1,…,n−1}. The symmetries are

r(x,y,z)=(z,x,y),
p(x,y,z)=(y,x,z),
o(x,y,z)=(n−1−x,n−1−y,n−1−z).
Date made available26 Apr 2018
PublisherZenodo

Dataset Licences

  • CC-BY-4.0

  • New Results on Tripod Packings

    Östergård, P. R. J. & Pöllänen, A., 15 Mar 2019, In: Discrete & Computational Geometry. 61, 2, p. 271–284 14 p.

    Research output: Contribution to journal › Article › Scientific › peer-review

    Open Access
    File
    1 Citation (Scopus)
    297 Downloads (Pure)

  • Construction and Classification of Discrete Mathematic Structures

    Östergård, P. (Principal investigator), Ganzhinov, M. (Project Member), Szollosi, F. (Project Member), Heinlein, D. (Project Member), Kokkala, J. (Project Member), Pöllänen, A. (Project Member), Laaksonen, A. (Project Member) & Paavola, W. (Project Member)

    01/09/2015 → 31/08/2019

    Project: Academy of Finland: Other research funding

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