Document Type

Journal Article

Department/Unit

Department of Mathematics

Abstract

The notion of super–edge–graceful graphs was introduced by Mitchem and Simoson in 1994. However, few examples except trees are known. In this paper, we exhibit two classes of infinitely many cubic graphs which are super–edge–graceful. A conjecture is proposed.

Publication Year

2006

Journal Title

Acta Mathematica Sinica

Volume number

22

Issue number

6

Publisher

Springer Verlag

First Page (page number)

1621

Last Page (page number)

1628

Referreed

1

DOI

10.1007/s10114-005-0672-8

ISSN (print)

14397617

Keywords

super–edge–graceful, cubic graph, permutation cubic graph, permutation Petersen graph, permutation ladder graph

Included in

Mathematics Commons

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