Add to ORKGIn this paper we consider an approach to solve the Hamilton path problem for grid graphs. This approach is based on an explicit reduction from the problem to the satisfiability problem. PACS: 07.05.Fb, 07.05.Mh, 07.05.T
We study graph theory. A graph is composed by a vertex set and an edge set, and each edge joins an u...
In this paper, we first introduce a novel class of graphs, namely supergrid. Supergrid graphs includ...
AbstractIt is easy to find out which rectangular m vertex by n vertex grids have a Hamiltonian path ...
The Hamiltonian path problem for general grid graphs is known to be NP-complete. In this paper, we g...
Copyright © 2014 M. Sohel Rahman et al. This is an open access article distributed under the Creativ...
This paper proves a sufficient condition for the existence of Hamiltonian paths in simple connected ...
<p>The existence and, if applicable, the location of paths with given properties is a topic in graph...
In this paper we consider an approach to solve the Hamilton path problem for grid graphs. This appro...
AbstractSince finding whether a graph has a Hamiltonian path or Hamiltonian cycle are both NP-comple...
A Hamiltonian path is a spanning path in a graph i.e. a path through every vertex. In this paper we ...
AbstractTutte has shown that every 4-connected planar graph contains a Hamilton cycle. Grünbaum and ...
Tutte has shown that every 4-connected planar graph contains a Hamilton cycle. Grünbaum and Nash-Wil...
Bertossi and Bonuccelli [2] proved that the Hamiltonian Circuit problem in NP-Complete even when the...
Let Gn,m be the grid graph with n columns and m rows. Let Hn,m be the graph whose vertices are the H...
A graph G is called hamiltonian if it contains a Hamilton cycle, i.e. a cycle containing all vertice...
We study graph theory. A graph is composed by a vertex set and an edge set, and each edge joins an u...
In this paper, we first introduce a novel class of graphs, namely supergrid. Supergrid graphs includ...
AbstractIt is easy to find out which rectangular m vertex by n vertex grids have a Hamiltonian path ...
The Hamiltonian path problem for general grid graphs is known to be NP-complete. In this paper, we g...
Copyright © 2014 M. Sohel Rahman et al. This is an open access article distributed under the Creativ...
This paper proves a sufficient condition for the existence of Hamiltonian paths in simple connected ...
<p>The existence and, if applicable, the location of paths with given properties is a topic in graph...
In this paper we consider an approach to solve the Hamilton path problem for grid graphs. This appro...
AbstractSince finding whether a graph has a Hamiltonian path or Hamiltonian cycle are both NP-comple...
A Hamiltonian path is a spanning path in a graph i.e. a path through every vertex. In this paper we ...
AbstractTutte has shown that every 4-connected planar graph contains a Hamilton cycle. Grünbaum and ...
Tutte has shown that every 4-connected planar graph contains a Hamilton cycle. Grünbaum and Nash-Wil...
Bertossi and Bonuccelli [2] proved that the Hamiltonian Circuit problem in NP-Complete even when the...
Let Gn,m be the grid graph with n columns and m rows. Let Hn,m be the graph whose vertices are the H...
A graph G is called hamiltonian if it contains a Hamilton cycle, i.e. a cycle containing all vertice...
We study graph theory. A graph is composed by a vertex set and an edge set, and each edge joins an u...
In this paper, we first introduce a novel class of graphs, namely supergrid. Supergrid graphs includ...
AbstractIt is easy to find out which rectangular m vertex by n vertex grids have a Hamiltonian path ...