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Exponents of orientable maps
Title Exponents of orientable maps Par.title Exponenty orientovateľných máp Author info Roman Nedela, Martin Škoviera Author Nedela Roman 1960- UMBFP12 - Inštitút matematiky a informatiky
Co-authors Škoviera Martin
Source document Poceedings of London Math. Soc. Roč. 75, č. 3 (1997), s. 1-31 Keywords topológia - topology grafy - charts - graphs mapy - maps grupy štúdie Language English Country Slovak Republic systematics 515.1 Public work category ADE Repercussion category DU, Shaofei - ZHANG, Jun-Yang. A classification of orientably-regular embeddings of complete multipartite graphs. In European journal of combinatorics. ISSN 0195-6698, 2014, vol. 36, pp. 437-452.
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ZHANG, Jun-Yang - DU, Shao-Fei. On the orientable regular embeddings of complete multipartite graphs. In European journal of combinatorics. ISSN 0195-6698, 2012, vol. 33, no. 6, pp. 1303-1312.
SIRAN, Jozef - STANEKOVA, Lubica - OLEJAR, Marian. Reflexible regular maps with no non-trivial exponents from residual finiteness. In Glasgow mathematical journal. ISSN 0017-0895, 2011, vol. 53, pp. 437-441.
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LI, C.H. - SIRAN, J. Regular maps whose groups do not act faithfully on vertices, edges, or faces. In European journal of combinatorics. ISSN 0195-6698, 2005, vol. 26, no. 3-4, pp. 521-541.
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MALNIC, A. Action graphs and coverings. In Discrete mathematics. ISSN 0012-365X, 2002, vol. 244, no. 1-3, pp. 299-322.
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SIRAN, Jozef. How symmetric can maps on surfaces be? In Surveys in combinatorics 2013 : 24th British combinatorial conference, Egham 2013. Cambridge : Cambridge university press, 2013. ISBN 978-1-107-65195-1, pp. 161-238.
ZHU, YanHong - DU, ShaoFei. Orientably-regular embeddings of a class of multipartite graphs. In Science China - Mathematics. ISSN 1674-7283, 2015, vol. 58, no. 4, pp. 875-890.
ARCHDEACON, Dan - CONDER, Marston - SIRAN, Jozef. Trinity symmetry and kaleidoscopis regular maps. In Transactions of the American mathematical society. ISSN 0002-9947, 2014, vol. 366, no. 8, pp. 4491-4512.
LÍŠKOVÁ, Ľubica. Cayley maps with given exponents and distribution of inverses. In Australasian journal of combinatorics. ISSN 10344942, 2006, vol. 34, pp. 3-15.
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Number of the records: 1