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Axiomatic characterization of the toll walk function of some graph classesSheela, Lekshmi Kamal K. ; Changat, Manoj, 1964- ; Peterin, IztokCestninski sprehod ▫$W=w_1\dots w_k$▫ v grafu ▫$G$▫ je sprehod, v katerem je ▫$w_1$▫ sosednja le z ▫$w_2$▫ in ▫$w_k$▫ je sosednja le z ▫$w_{k-1}$▫ med vsemi vozlčišči iz ▫$W$▫. Cestninski interval ... ▫$T(u,v)$▫ med vozliščema ▫$u,v\in V(G)$▫ vsebuje vsa vozlišča, ki pripadajo cestninskim sprehodom z začetkom v ▫$u$▫ in koncem v ▫$v$▫. V tem delu obravnavamo več standardnih aksiomov glede na ▫$T(u,v)$▫ in karakteriziramo nekatere razrede grafov, ki so definirani s prepovedanimi induciranimi podgrafi. Med drugim je predstavljena nova karakterizacija grafov intervalov in nekaterih podrazredov grafov brez asteroidnih trojk.Source: Algorithms and Discrete Applied Mathematics : 9th International Conference, CALDAM 2023, Gandhinagar, India, February 9–11, 2023 : proceedings (Str. 427-446)Type of material - conference contribution ; adult, seriousPublish date - 2023Language - englishCOBISS.SI-ID - 141349635
Author
Sheela, Lekshmi Kamal K. |
Changat, Manoj, 1964- |
Peterin, Iztok
Topics
tranzitna funkcija |
cestninski sprehod |
grafi brez asteroidnih trojk |
grafi intervalov |
aksiomatska karakterizacija |
transit function |
inner-product toll walk |
AT-free graphs |
interval graphs |
axiomatic characterization
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Database name | Field | Year |
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Sheela, Lekshmi Kamal K. | ![]() |
Changat, Manoj, 1964- | ![]() |
Peterin, Iztok | 20839 |
Source: Personal bibliographies
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