AbstractThis paper describes a linear time algorithm to find a Hamiltonian cycle in an arbitrary 4-connected maximal planar graph. The algorithm is based on our simplified version of Whitney's proof of his theorem: every 4-connected maximal planar graph has a Hamiltonian cycle
We construct an exact algorithm for the Hamiltonian cycle problem in planar graphs with worst case t...
AbstractA classical result of Whitney states that each maximal planar graph without separating trian...
AbstractThe square of a graph is obtained by adding additional edges joining all pairs of vertices w...
AbstractIn 1956, W.T. Tutte proved that every 4-connected planar graph is hamiltonian. Moreover, in ...
AbstractIn 1956, W.T. Tutte proved that every 4-connected planar graph is hamiltonian. Moreover, in ...
Abstract. A graph is hamiltonian if it has a hamiltonian cycle. It is well-known that Tutte proved t...
In this thesis we study planar graphs, in particular, maximal planar graphs and general planar trian...
AbstractWe prove the result stated in the title (conjectured by Grünbaum) and a conjecture of Plumme...
AbstractWe show that any 4-connected planar graph G contains a spanning figure-eight subgraph based ...
Finding a Hamiltonian cycle in a graph is used for solving major problems in areas such as graph the...
In this paper, the problem of randomly generating 4-regular planar Hamiltonian graphs is discussed a...
AbstractWe prove the result stated in the title (conjectured by Grünbaum) and a conjecture of Plumme...
Back in the eighties, Heath [Algorithms for embedding graphs in books. PhD thesis, University of Nor...
Back in the eighties, Heath showed that every 3-planar graph is subhamiltonian and asked whether thi...
AbstractA hamiltonian walk of a graph is a shortest closed walk that passes through every vertex at ...
We construct an exact algorithm for the Hamiltonian cycle problem in planar graphs with worst case t...
AbstractA classical result of Whitney states that each maximal planar graph without separating trian...
AbstractThe square of a graph is obtained by adding additional edges joining all pairs of vertices w...
AbstractIn 1956, W.T. Tutte proved that every 4-connected planar graph is hamiltonian. Moreover, in ...
AbstractIn 1956, W.T. Tutte proved that every 4-connected planar graph is hamiltonian. Moreover, in ...
Abstract. A graph is hamiltonian if it has a hamiltonian cycle. It is well-known that Tutte proved t...
In this thesis we study planar graphs, in particular, maximal planar graphs and general planar trian...
AbstractWe prove the result stated in the title (conjectured by Grünbaum) and a conjecture of Plumme...
AbstractWe show that any 4-connected planar graph G contains a spanning figure-eight subgraph based ...
Finding a Hamiltonian cycle in a graph is used for solving major problems in areas such as graph the...
In this paper, the problem of randomly generating 4-regular planar Hamiltonian graphs is discussed a...
AbstractWe prove the result stated in the title (conjectured by Grünbaum) and a conjecture of Plumme...
Back in the eighties, Heath [Algorithms for embedding graphs in books. PhD thesis, University of Nor...
Back in the eighties, Heath showed that every 3-planar graph is subhamiltonian and asked whether thi...
AbstractA hamiltonian walk of a graph is a shortest closed walk that passes through every vertex at ...
We construct an exact algorithm for the Hamiltonian cycle problem in planar graphs with worst case t...
AbstractA classical result of Whitney states that each maximal planar graph without separating trian...
AbstractThe square of a graph is obtained by adding additional edges joining all pairs of vertices w...