In this research, we prove that the family of all squares of graphs of order at least 5 is optimally ( s , t ) -supereulerian.
As a supereulerian graph is ( 0 , 0 ) -supereulerian, the notion of ( s , t ) -supereulerian can be considered as a generalization of supereulerian graphs. A ...
Squares of graphs are optimally (s,t)-supereulerian · Yue Yan, Lan Lei, +1 author. Hong-Jian Lai · Published in Discrete Applied Mathematics 1 December 2024 ...
Strengthened Ore conditions for ( s , t ) -supereulerian graphs · Polynomially determine if a graph is (s,3)-supereulerian · On ( s , t ) -supereulerian graphs ...
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On (s, t)-supereulerian graphs with linear degree bounds ... Squares of graphs are optimally <mml:math xmlns ... On (s, t)-supereulerian graphs in locally highly ...
Optimally $(s,t)$-supereulerian ... In this research, we prove that the family of all squares of graphs of order at least 5 is optimally (s,t)-supereulerian.
In this note, we verify two conjectures of Catlin in [J. Graph Theory 13 (1989) 465-483] for graphs with at most 11 vertices.
Squares of graphs are optimally (s,t)-supereulerian. Discret. Appl. Math ... Strengthened Ore conditions for (s, t)-supereulerian graphs. Discret. Appl ...
A graph is supereulerian if it has a spanning eulerian subgraph. There is a reduction method to determine whether a graph is supereulerian, and it can also be ...
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Sep 20, 2010 · If G ∼= C6(k; s, t, r), k = 1, s, t, r ≥ 1 and the parities of s, t, r are the same, then G is not supereulerian. 36. Page 44. §2.2 On ...