20.500.12556/DKUM-20379 NEKATERI GRAFI V CERKVENI ARHITEKTURI IN SKORAJ MEDIANSKI GRAFI Some graphs in church architecture and almost-median graphs Glavna tema diplomskega dela je obravnava skoraj medianskih grafov, koles in dvodelnih koles ter uporaba le-teh v vsakdanjem življenju. V prvem delu so opisane opredelitve osnovnih pojmov, kot so osnovne definicije grafov, polnih grafov, dvodelnih grafov, kock ter hiperkock. Sledi predstavitev osnovnih pojmov o skoraj medianskih grafih ter relaciji Θ in δ. V drugem delu so prikazane in opisane lastnosti koles in dvodelnih koles. V zadnjem delu pa se predstavljena teorija poveže z vsakodnevnim življenjem skozi slike obokov v različnih cerkvah po Sloveniji in po svetu. Ti oboki so predstavljeni v obliki grafov ter njihovih lastnosti. Končna ugotovitev kaže na to, da je teorija grafov področje matematike, ki ga lahko vsesplošno uporabljamo in srečujemo vsak dan. The main topic of this diploma work are almost-median graphs, wheels, bipartite wheels and how to use all that in our daily life. In the first part we describe definitions of basic concepts like basic definitions of graphs, full graphs, bipartite graphs, cubes and hypercubes.Then follows basics concepts about almost-median graphs and relations Θ and δ. In the following chapter we show and describe information about wheels and bipartite wheels. In the last chapter we join definitions with our daily life throught pictures of diferent churces in Slovenija and around the world. Vaults of churces are presented throught graphs and there definitions. We can conclude that theory of graphs is a part of mathematica that can be used every day and can make math closer to us. graf medianski graf skoraj medianski graf kolesa dvodelna kolesa graph median graph almost-median graph wheel bipartite wheel true true false [Š. Branilovič] Slovenski jezik Angleški jezik Diplomsko delo 2011-09-17 20:09:28 2011-10-04 13:51:36 2022-04-14 07:52:12 2023-12-27 03:13:59 2011 0 Maribor 0 0000-00-00 NiDoloceno NiDoloceno NiDoloceno 0000-00-00 0000-00-00 0000-00-00 51(043.2) 18654728 URN:SI:UM:DK:TK2FUI2D UNI_Branilovic_Spela_2011.pdf UNI_Branilovic_Spela_2011.pdf 1 21DAF07EC1F680A27545AA7BDB3ED68E 7d09aed0d02d3597c40af415c6efde06f5e076dd0108fe2e1d03b2200f601745 9aa93bee-7c05-11eb-bb7a-00155d0001ca 20.500.12556/dkum/be9f9830-3d9f-43c0-82d7-49403185a97a https://dk.um.si/Dokument.php?lang=slv&id=25613 Fakulteta za naravoslovje in matematiko 0 0 0