Sciweavers

DM
2006
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15 years 20 days ago
Upper minus domination in a claw-free cubic graph
Weiping Shang, Jinjiang Yuan
DM
2006
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15 years 20 days ago
Strong edge-coloring of graphs with maximum degree 4 using 22 colors
In 1985, Erdos and Ne
Daniel W. Cranston
DM
2006
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15 years 20 days ago
Pair lengths of product graphs
The pair length of a graph G is the maximum positive integer k, such that the vertex set of G can be partitioned into disjoint pairs {x, x }, such that d(x, x ) k for every x V (...
Demetres Christofides
99
Voted
DM
2006
86views more  DM 2006»
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Decomposing oriented graphs into transitive tournaments
For an oriented graph G with n vertices, let f(G) denote the minimum number of transitive subtournaments that decompose G. We prove several results on f(G). In particular, if G is...
Raphael Yuster
83
Voted
DM
2006
91views more  DM 2006»
15 years 20 days ago
On the unique representability of spikes over prime fields
For an integer n 3, a rank-n matroid is called an n-spike if it consists of n three-point lines through a common point such that, for all k {1, 2, . . . , n - 1}, the union of e...
Zhaoyang Wu, Zhi-Wei Sun
95
Voted
DM
2006
76views more  DM 2006»
15 years 20 days ago
Lex M versus MCS-M
We study the problem of minimal triangulation of graphs. One of the first algorithms to solve this problem was Lex M, which was presented in 1976. A new algorithm, and a simplific...
Yngve Villanger
121
Voted
DM
2006
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Non-trivial t-designs without repeated blocks exist for all t
A computer package is being developed at Bayreuth for the generation and investigation of discrete structures. The package is a C and C++ class library of powerful algorithms endow...
Luc Teirlinck
58
Voted
DM
2006
63views more  DM 2006»
15 years 20 days ago
Profile minimization on products of graphs
Yu-Ping Tsao, Gerard J. Chang
77
Voted
DM
2006
99views more  DM 2006»
15 years 20 days ago
Bias matroids with unique graphical representations
Given a 3-connected biased graph with three node-disjoint unbalanced circles, at most one of which is a loop, we describe how the bias matroid of is uniquely represented by .
Daniel C. Slilaty