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Complexity of topological indices : the case of connective eccentric indexAlizadeh, Yaser ; Klavžar, SandiNaj bo ▫$I$▫ aditivni topološki indeks in naj bo ▫$G$▫ graf. V članku je vpeljana ▫$I$▫-zahtevnost ▫$C_I(G)$▫ grafa ▫$G$▫ kot število različnih prispevkov k ▫$I(G)$▫ v seštevalni formuli. Ta ... zahtevnost je proučevana za primer povezanega ekscentričnega indeksa ▫$\xi^{{\rm ce}}$▫. Za vsak ▫$d \ge 2$▫ in za vsak ▫$k \ge 1$▫ je konstruiran graf ▫$G$▫ za katerega velja ▫${\rm diam}(G)=d$▫ in ▫$C_{\xi^{{\rm ce}}}(G)=k$▫. Raziskovani so tudi grafi, za katere velja ▫$C_{\xi^{{\rm ce}}}(G)=1$▫; med drugim so konstruirane neskončne družine takih grafov, ki niso vozliščno-tranzitivni. Razvita je tudi prerezna metoda za vozliščno ekscentričnost.Source: Match : communications in mathematical and in computer chemistry. - ISSN 0340-6253 (Vol. 76, no. 3, 2016, str. 659-667)Type of material - article, component partPublish date - 2016Language - englishCOBISS.SI-ID - 17743449
Author
Alizadeh, Yaser |
Klavžar, Sandi
Topics
topološki indeks |
ekscentrični indeks |
tranzitivni graf |
prerezna metoda |
topological index |
eccentric index |
transitive graph |
cut method
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source: Match : communications in mathematical and in computer chemistry. - ISSN 0340-6253 (Vol. 76, no. 3, 2016, str. 659-667)
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Database name | Field | Year |
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Links to authors' personal bibliographies | Links to information on researchers in the SICRIS system |
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Alizadeh, Yaser | ![]() |
Klavžar, Sandi | 05949 |
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