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JOURNALS
// Diskretnaya Matematika
// Archive
Diskr. Mat.,
1997
Volume 9,
Issue 2,
Pages
91–97
(Mi dm472)
Realization of hypergraphs by trees of minimal diameter
O. I. Mel'nikov
Abstract:
We suggest an algorithm of constructing a realization of a hypergraph
$H=(VH,EH)$
by a tree of minimal diameter whose complexity is
$$ O\Bigl(\max\Bigl(|VH|^3,|VH|\sum_{e_i\in EH} |e^i|^2\Bigr)\Bigr). $$
UDC:
519.1
Received:
16.11.1994
DOI:
10.4213/dm472
Fulltext:
PDF file (744 kB)
English version:
Discrete Mathematics and Applications, 1997,
7
:3,
279–285
Bibliographic databases:
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Steklov Math. Inst. of RAS
, 2024