We generalize the definition of an antiregular graph by subjecting antiregularity to the presence of a given set P of graph properties.
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We generalize the definition of an antiregular graph by subjecting antiregularity to the presence of a given set P of graph properties.
4 References · ANTIREGULAR GRAPHS ARE UNIVERSAL FOR TREES · Hamiltonian threshold graphs · Seven criteria for integer sequences being graphic · Graphs and ...
Oct 1, 2020 · In the next theorem, it is stated that antiregular graphs are threshold graphs, and hence antiregular graphs ... [14] P. O. Boaventura-Netto, P- ...
P-antiregular graphs · Paulo Oswaldo Boaventura-Netto · Published 15 October 2005 · Mathematics · Electronic Notes in Discrete Mathematics.
Dec 13, 2019 · An anti-regular graph is a graph whose degree sequence has only two repeated entries. It is known that for each integer n ≥ 1 there are two non- ...
That is, if we know the eigenvalue of either P or P −1 then we can also figure out the eigenvalue of the other. Therefore, We will concentrate on An. −1 to ...
Bibliographic details on P-antiregular graphs.
Nov 3, 2024 · The total irregularity of a graph is solely determined by its degree sequence, making it an effective measure even when vertex adjacency details ...