A family of non-Cayley cores that are constructed from vertex-transitive or strongly regular self-complementary graphs

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Title:	A family of non-Cayley cores that are constructed from vertex-transitive or strongly regular self-complementary graphs
Authors:	ID Orel, Marko (Author)
Files:	RAZ_Orel_Marko_i2021.pdf (1,01 MB) MD5: BACCE30766A6919B74139101D7F7BDE7 https://cdc2020-math.uniri.hr/wp-content/uploads/2021/07/Book_abstractsCDC2021.pdf
Language:	English
Work type:	Unknown
Typology:	1.12 - Published Scientific Conference Contribution Abstract
Organization:	IAM - Andrej Marušič Institute
Keywords:	cores, graph homomorphisms, automorphism group, self-complementary graphs
Year of publishing:	2021
Number of pages:	Str. 48
PID:	20.500.12556/RUP-16813
UDC:	519.17
COBISS.SI-ID:	70662403
Publication date in RUP:	29.07.2021
Views:	1825
Downloads:	48
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Title:	Combinatorial Designs and Codes : satellite event of the 8th European Congress of Mathematics, 11 July - 16 July 2021, Rijeka, Croatia
Place of publishing:	Rijeka
Publisher:	University of Rijeka
Year of publishing:	2021
COBISS.SI-ID:	70661635

Language:	English
Keywords:	jedra, homomorfizmi grafov, grupa avtomorfizmov, sebikomplementarni grafi

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