Add to ORKGIn this paper, we deal with hamiltonicity in planar cubic graphs G having a facial 2-factor Q via (quasi) spanning trees of faces in G/Q and study the algorithmic complexity of finding such (quasi) spanning trees of faces. Moreover, we show that if Barnette's Conjecture is false, then hamiltonicity in 3-connected planar cubic bipartite graphs is an NP-complete problem.Comment: arXiv admin note: substantial text overlap with arXiv:1806.0671
AbstractWe show that 3-connected cubic bipartite planar graphs with fewer than 66 vertices are Hamil...
AbstractA well-known conjecture of Barnette states that every 3-connected cubic bipartite planar gra...
A conjecture of Barnette states that, every three connected cubic bipartite pla nar graph is Hamilto...
AbstractBarnette’s conjecture is the statement that every cubic 3-connected bipartite planar graph i...
Barnette conjectured that each planar, bipartite, cubic, and 3-connected graph is hamiltonian. We pr...
Barnette conjectured that each planar, bipartite, cubic, and 3-connected graph is hamiltonian. We pr...
Barnette conjectured that each planar, bipartite, cubic, and 3-connected graph is hamiltonian. We pr...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This co...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This co...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This co...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This con...
AbstractBarnette’s conjecture is the statement that every cubic 3-connected bipartite planar graph i...
Tait and Tutte made famous conjectures stating that all members of certain graph classes contain Ham...
In this paper, we take a closer look at Barnette's conjecture and at graph theory.This conjecture wa...
Barnette’s conjecture states that every three connected cubic bipartite planar graph (CPB3C) is Hami...
AbstractWe show that 3-connected cubic bipartite planar graphs with fewer than 66 vertices are Hamil...
AbstractA well-known conjecture of Barnette states that every 3-connected cubic bipartite planar gra...
A conjecture of Barnette states that, every three connected cubic bipartite pla nar graph is Hamilto...
AbstractBarnette’s conjecture is the statement that every cubic 3-connected bipartite planar graph i...
Barnette conjectured that each planar, bipartite, cubic, and 3-connected graph is hamiltonian. We pr...
Barnette conjectured that each planar, bipartite, cubic, and 3-connected graph is hamiltonian. We pr...
Barnette conjectured that each planar, bipartite, cubic, and 3-connected graph is hamiltonian. We pr...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This co...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This co...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This co...
We prove a new sufficient condition for a cubic 3-connected planar graph to be Hamiltonian. This con...
AbstractBarnette’s conjecture is the statement that every cubic 3-connected bipartite planar graph i...
Tait and Tutte made famous conjectures stating that all members of certain graph classes contain Ham...
In this paper, we take a closer look at Barnette's conjecture and at graph theory.This conjecture wa...
Barnette’s conjecture states that every three connected cubic bipartite planar graph (CPB3C) is Hami...
AbstractWe show that 3-connected cubic bipartite planar graphs with fewer than 66 vertices are Hamil...
AbstractA well-known conjecture of Barnette states that every 3-connected cubic bipartite planar gra...
A conjecture of Barnette states that, every three connected cubic bipartite pla nar graph is Hamilto...