Art
J-GLOBAL ID:201602220005651115
Reference number:16A0894487
A Construction of Smooth Travel Groupoids on Finite Graphs
有限グラフ上の平滑周遊亜群の構築
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Author (2):
,
Material:
Volume:
32
Issue:
3
Page:
1117-1124
Publication year:
2016
JST Material Number:
X0108A
ISSN:
0911-0119
CODEN:
GRCOE5
Document type:
Article
Article type:
原著論文
Country of issue:
Germany, Federal Republic of (DEU)
Language:
ENGLISH (EN)
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Semi thesaurus term:
Thesaurus term/Semi thesaurus term
Keywords indexed to the article.
All keywords is available on JDreamIII(charged).
On J-GLOBAL, this item will be available after more than half a year after the record posted. In addtion, medical articles require to login to MyJ-GLOBAL.
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Author keywords (4):
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JST classification (2):
JST classification
Category name(code) classified by JST.
Basics of graph theory
, Algebra
Reference (6):
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Cho, J.R., Park, J., Sano, Y.: The non-confusing travel groupoids on a finite connected graph. Lecture Notes Comput. Sci. 8845, 14-17 (2014)
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Cho, J.R., Park, J., Sano, Y.: Travel groupoids on infinite graphs. Czechoslovak Math. J. 64, 763-766 (2014)
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Nebeský, L.: An algebraic characterization of geodetic graphs. Czechoslovak Math. J. 48(123), 701-710 (1998)
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Nebeský, L.: A tree as a finite nonempty set with a binary operation. Math. Bohem. 125, 455-458 (2000)
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Nebeský, L.: New proofs of a characterization of geodetic graphs. Czechoslovak Math. J. 52(127), 33-39 (2002)
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