Improved distance degree invariant of graphs
The Reverse distance degree invariant denoted by RDI is defined for a connected graph Λ asRDI(Λ)=∑r,s∈V(Λ)dgΛ(r)+dgΛ(s)distΛ(r,s).. The new graph invariant named improved reverse distance degree invariant is defined as I¯t(Λ)=∑r,s∈V(Λ)dgΛ(r)+dgΛ(s)distΛ(r,s)+t.. This paper is obtain the exact formul...
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Format: | Tagungsbericht |
Sprache: | eng |
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Zusammenfassung: | The Reverse distance degree invariant denoted by RDI is defined for a connected graph Λ asRDI(Λ)=∑r,s∈V(Λ)dgΛ(r)+dgΛ(s)distΛ(r,s).. The new graph invariant named improved reverse distance degree invariant is defined as I¯t(Λ)=∑r,s∈V(Λ)dgΛ(r)+dgΛ(s)distΛ(r,s)+t.. This paper is obtain the exact formulae for the improved reverse distance degree invariant and reverse distance degree invariant of corona product, rooted product, splice product and link product. |
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ISSN: | 0094-243X 1551-7616 |
DOI: | 10.1063/1.5135228 |