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Distance-residual subgraphsLukšič, Primož, 1980- ; Pisanski, TomažZa povezan končen graf ▫$G$▫ ter podmno?ico ▫$V_0$▫ množice vseh vozlišč, je razdaljni ostanek grafa ▫$G$▫ definiran kot podgraf induciran na množici vozlišč, ki so najdlje oddaljena od ▫$V_0$▫. V ... članku so predstavljene nekatere lastnosti in primeri razdaljnih ostankov vozliščno tranzitivnih, povezavno tranzitivnih, dvodelnih ter semisimetričnih grafov. Raziskani so tudi odnosi med razdaljnimi ostanki produktnih grafov ter njihovih faktorjev.Source: Algebraic and topological graph theory (Str. 1653-1660)Type of material - conference contributionPublish date - 2010Language - englishCOBISS.SI-ID - 15552345
Author
Lukšič, Primož, 1980- |
Pisanski, Tomaž
Topics
teorija grafov |
zaporedje razdaljnih stopenj |
razdaljni ostanek grafa |
produkti grafov |
vozliščno tranzitiven graf |
povezavno tranzitiven graf |
semisimetričen graf |
graph theory |
distance degree sequence |
distance-residual subgraph |
product graph |
vertex-transitive graph |
edge-transitive graph |
semisymmetric graph
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Lukšič, Primož, 1980- | 26450 |
Pisanski, Tomaž | 01941 |
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