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Results: 10
STEINER INTERVALS IN GRAPHS
Authors:
KUBICKA E KUBICKI G OELLERMANN OR
Citation:
E. Kubicka et al., STEINER INTERVALS IN GRAPHS, Discrete applied mathematics, 81(1-3), 1998, pp. 181-190
ON THE AVERAGE STEINER DISTANCE OF GRAPHS WITH PRESCRIBED PROPERTIES
Authors:
DANKELMANN P SWART HC OELLERMANN OR
Citation:
P. Dankelmann et al., ON THE AVERAGE STEINER DISTANCE OF GRAPHS WITH PRESCRIBED PROPERTIES, Discrete applied mathematics, 79(1-3), 1997, pp. 91-103
THE IRREGULARITY COST OF A GRAPH
Authors:
HARARY F OELLERMANN OR
Citation:
F. Harary et Or. Oellermann, THE IRREGULARITY COST OF A GRAPH, Computers & mathematics with applications, 34(11), 1997, pp. 59-63
A CHARACTERIZATION OF 3-STEINER DISTANCE HEREDITARY GRAPHS
Authors:
DAY DP OELLERMANN OR SWART HC
Citation:
Dp. Day et al., A CHARACTERIZATION OF 3-STEINER DISTANCE HEREDITARY GRAPHS, Networks, 30(4), 1997, pp. 243-253
ON THE STEINER MEDIAN OF A TREE
Authors:
BEINEKE LW OELLERMANN OR PIPPERT RE
Citation:
Lw. Beineke et al., ON THE STEINER MEDIAN OF A TREE, Discrete applied mathematics, 68(3), 1996, pp. 249-258
AN ALGORITHM TO FIND 2 DISTANCE DOMINATION PARAMETERS IN A GRAPH
Authors:
FRICKE GH HENNING MA OELLERMANN OR SWART HC
Citation:
Gh. Fricke et al., AN ALGORITHM TO FIND 2 DISTANCE DOMINATION PARAMETERS IN A GRAPH, Discrete applied mathematics, 68(1-2), 1996, pp. 85-91
THE AVERAGE STEINER DISTANCE OF A GRAPH
Authors:
DANKELMANN P OELLERMANN OR SWART HC
Citation:
P. Dankelmann et al., THE AVERAGE STEINER DISTANCE OF A GRAPH, Journal of graph theory, 22(1), 1996, pp. 15-22
FROM STEINER CENTERS TO STEINER MEDIANS
Authors:
OELLERMANN OR
Citation:
Or. Oellermann, FROM STEINER CENTERS TO STEINER MEDIANS, Journal of graph theory, 20(2), 1995, pp. 113-122
STEINER DISTANCE-HEREDITARY GRAPHS
Authors:
DAY DP OELLERMANN OR SWART HC
Citation:
Dp. Day et al., STEINER DISTANCE-HEREDITARY GRAPHS, SIAM journal on discrete mathematics, 7(3), 1994, pp. 437-442
THE IRREGULARITY COST OR SUM OF A GRAPH
Authors:
HARARY F JACOBSON MS KUBICKA E KUBICKI G OELLERMANN OR
Citation:
F. Harary et al., THE IRREGULARITY COST OR SUM OF A GRAPH, Applied mathematics letters, 6(3), 1993, pp. 79-80
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