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1.DANUBE

Názov	DANUBE
Podnázov	Law, Economics and Social Issues Review
Vyd.údaje	Warsaw : De Gruyter Poland , 2013- ; Brno : European Association Comenius - EACO , 2010-2013
ISSN	1804-6746 (print)1804-8285 (online)
Form.deskr.	časopisy - journals, elektronické časopisy - electronic journals
Jazyk dok.	angličtina
Krajina	Česká republika
URL	Link na zdrojový dokument Link na zdrojový dokument
Kategória publikačnej činnosti	GII
Katal.org.	BB301 - Univerzitná knižnica Univerzity Mateja Bela v Banskej Bystrici
Báza dát	xszp - PERIODIKÁ - Súborný záznam periodika
Odkazy	(27) - PUBLIKAČNÁ ČINNOSŤ

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2.Hamiltonian and pancyclic graphs in the class of self-centered graphs with radius two

Názov	Hamiltonian and pancyclic graphs in the class of self-centered graphs with radius two
Aut.údaje	Pavel Hrnčiar, Gabriela Monoszová
Autor	Hrnčiar Pavel 1951- (50%) UMBFP10 - Katedra matematiky
Spoluautori	Monoszová Gabriela 1955- (50%) UMBFP10 - Katedra matematiky
Zdroj.dok.	Discussiones Mathematicae Graph Theory. Vol. 83, no. 3 (2018), pp. 661-681. - Zielona Góra : Uniwersytet Zielonogórski, 2018
Kľúč.slová	Hamiltonovský graf - Hamiltonian graph pancyclické grafy - pancyclic graphs
Jazyk dok.	angličtina
Krajina	Poľsko
Anotácia	The paper deals with Hamiltonian and pancyclic graphs in the class of all self-centered graphs of radius 2. For both of the two considered classes of graphs we have done the following. For a given number n of vertices, we have found an upper bound of the minimum size of such graphs. For n <= 12 we have found the exact values of the minimum size. On the other hand, the exact value of the maximum size has been found for every n. Moreover, we have shown that such a graph (of order n and) of size m exists for every m between the minimum and the maximum size. For n <= 10 we have found all nonisomorphic graphs of the minimum size, and for n = 11 only for Hamiltonian graphs.
Kategória publikačnej činnosti	ADC
Číslo archívnej kópie	43138
Katal.org.	BB301 - Univerzitná knižnica Univerzity Mateja Bela v Banskej Bystrici
Báza dát	xpca - PUBLIKAČNÁ ČINNOSŤ
Odkazy	PERIODIKÁ-Súborný záznam periodika

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