Journal of Combinatorial Theory
, Series B, Volume 48
Volume 48, Number 1, February 1990
Nathaniel Dean
:
Distribution of contractible edges in
k
-connected graphs.
1-5
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David N. Yetter
:
On graph invariants given by linear recurrence relations.
6-18
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Chris D. Godsil
,
Brendan D. McKay
:
Asymptotic enumeration of Latin rectangles.
19-44
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Amanda G. Chetwynd
,
Anthony J. W. Hilton
:
The chromatic index of graphs with large maximum degree, where the number of vertices of maximum degree is relatively small.
45-66
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Robin Thomas
:
A menger-like property of tree-width: The finite case.
67-76
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(link)
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C. P. M. van Hoesel
,
Alexander Schrijver
:
Edge-disjoint homotopic paths in a planar graph with one hole.
77-91
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(link)
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Pavol Hell
,
Jaroslav Nesetril
:
On the complexity of
H
-coloring.
92-110
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Douglas Bauer
,
Edward F. Schmeichel
:
Hamiltonian degree conditions which imply a graph is pancyclic.
111-116
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Colin Cooper
,
Alan M. Frieze
:
The limiting probability that alpha-in, ß-out is strongly connected.
117-134
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Ryan B. Hayward
,
William J. Lenhart
:
On the
P
4
-structure of Perfect Graphs. IV. Partner graphs.
135-139
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(link)
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Ingo Althöfer
:
Average distances in undirected graphs and the removal of vertices.
140-142
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Volume 48, Number 2, April 1990
Louis H. Kauffman
:
Map coloring and the vector cross product.
145-154
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Carsten Thomassen
:
Embeddings of graphs with no short noncontractible cycles.
155-177
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(link)
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Minoru Numata
:
A characterization of Grassmann and Johnson graphs.
178-190
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(link)
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Douglas A. Leonard
:
Directed distance regular graphs with the
Q
-polynomial property.
191-196
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Reinhard Diestel
:
Simplicial tree-decompositions of infinite graphs, I.
197-215
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Yannis Manoussakis
:
k
-Linked and
k
-cyclic digraphs.
216-226
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Neil Robertson
,
Paul D. Seymour
:
Graph minors. IV. Tree-width and well-quasi-ordering.
227-254
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Neil Robertson
,
Paul D. Seymour
:
Graph minors. VIII. A kuratowski theorem for general surfaces.
255-288
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Lajos Takács
:
A generalization of an inequality of Stepanov.
289-293
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Copyright ©
Sun May 17 00:08:58 2009 by
Michael Ley
(
ley@uni-trier.de
)