Add to ORKGSubmitted by Elaine Almeida (elaine.almeida@nce.ufrj.br) on 2017-08-04T12:24:58Z No. of bitstreams: 1 02_97_000575787.pdf: 722829 bytes, checksum: 907e3c84c4b4d33a222d3aaf715c32ad (MD5)Made available in DSpace on 2017-08-04T12:24:58Z (GMT). No. of bitstreams: 1 02_97_000575787.pdf: 722829 bytes, checksum: 907e3c84c4b4d33a222d3aaf715c32ad (MD5) Previous issue date: 1997-12-31In this paper, we discuss hamiltonian problems for reducible flowgraphs. The main result is finding, in linear time, the unique hamiltonian cycle, if it exists. In order to obtain this result, two other related problems are solved: finding the hamiltonian path starting at the source vertex and finding the hamiltonian cycle given the hamiltonian path
Dirac’s theorem (1952) is a classical result of graph theory, stating that an n-vertex graph (n≥3n≥3...
In this paper we present the first deterministic polynomial time algorithm for determining the exist...
AbstractFinding a Hamiltonian path or a Hamiltonian cycle in a general graph are classic NP-complete...
In this paper, we discuss hamiltonian problems for reducible flowgraphs. The main result is finding,...
AbstractSince finding whether a graph has a Hamiltonian path or Hamiltonian cycle are both NP-comple...
AbstractWe give a simple algorithm to transform a Hamiltonian path in a Hamiltonian cycle, if one ex...
Fleischner’s theorem says that the square of every 2-connected graph contains a Hamiltonian cycle. W...
Copyright © 2014 M. Sohel Rahman et al. This is an open access article distributed under the Creativ...
This thesis introduces to the readers the basic characteristics of Hamiltonian cycles. Hamiltonian c...
<p>Figure from Adleman 1994 (5). In the pictured directed graph, there is a unique Hamiltonian path ...
AbstractA Hamiltonian path of a graph G is a simple path that contains each vertex of G exactly once...
This paper proves a sufficient condition for the existence of Hamiltonian paths in simple connected ...
Dirac\u27s famous theorems states that If G is a graph of order () 3 such that the minimum degree ()...
Finding a Hamiltonian cycle in a graph is used for solving major problems in areas such as graph the...
Please read abstract in the article.The DST-NRF Centre of Excellence in Mathematical and Statistical...
Dirac’s theorem (1952) is a classical result of graph theory, stating that an n-vertex graph (n≥3n≥3...
In this paper we present the first deterministic polynomial time algorithm for determining the exist...
AbstractFinding a Hamiltonian path or a Hamiltonian cycle in a general graph are classic NP-complete...
In this paper, we discuss hamiltonian problems for reducible flowgraphs. The main result is finding,...
AbstractSince finding whether a graph has a Hamiltonian path or Hamiltonian cycle are both NP-comple...
AbstractWe give a simple algorithm to transform a Hamiltonian path in a Hamiltonian cycle, if one ex...
Fleischner’s theorem says that the square of every 2-connected graph contains a Hamiltonian cycle. W...
Copyright © 2014 M. Sohel Rahman et al. This is an open access article distributed under the Creativ...
This thesis introduces to the readers the basic characteristics of Hamiltonian cycles. Hamiltonian c...
<p>Figure from Adleman 1994 (5). In the pictured directed graph, there is a unique Hamiltonian path ...
AbstractA Hamiltonian path of a graph G is a simple path that contains each vertex of G exactly once...
This paper proves a sufficient condition for the existence of Hamiltonian paths in simple connected ...
Dirac\u27s famous theorems states that If G is a graph of order () 3 such that the minimum degree ()...
Finding a Hamiltonian cycle in a graph is used for solving major problems in areas such as graph the...
Please read abstract in the article.The DST-NRF Centre of Excellence in Mathematical and Statistical...
Dirac’s theorem (1952) is a classical result of graph theory, stating that an n-vertex graph (n≥3n≥3...
In this paper we present the first deterministic polynomial time algorithm for determining the exist...
AbstractFinding a Hamiltonian path or a Hamiltonian cycle in a general graph are classic NP-complete...