Barnette's conjecture

Known as: Barnette

Barnette's conjecture is an unsolved problem in graph theory, a branch of mathematics, concerning Hamiltonian cycles in graphs. It is named after…

Papers overview

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2013

In this paper, the concept of cyclic subsets in graph theory is introduced. An interesting theorem which relates to the…

2012

One of the most noted construction methods of 3-vertex-connected graphs is due to Tutte and based on the following fact: Every 3…

2011

This article explores the constitutional problems associated with flying the Confederate flag at a death penalty trial in the…

2011

Graph theory is one of the oldest concept which is used to solve the problems in real life engineering and many areas of science…

2010

Tutte proved that every 3-vertex-connected graph G on more than 4 vertices has a contractible edge. Barnette and Grünbaum proved…

2009

In this paper we have given an algorithmic proof of an long standing Barnette's conjecture (1969) that every 3-connected…

2009

2007

Beware of the colleague or supplier who spends large amounts of time in meetings discussing the format, sequence, and wording of…

2006

1988