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Konstantin Skodinis

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2005
14EEFranz-Josef Brandenburg, Konstantin Skodinis: Finite graph automata for linear and boundary graph languages. Theor. Comput. Sci. 332(1-3): 199-232 (2005)
2003
13EEKonstantin Skodinis: Construction of linear tree-layouts which are optimal with respect to vertex separation in linear time. J. Algorithms 47(1): 40-59 (2003)
2002
12EEKonstantin Skodinis, Egon Wanke: Node Replacements in Embedding Normal Form. J. Comput. Syst. Sci. 65(2): 351-376 (2002)
2001
11 Konstantin Skodinis: The Complexity of the Kn, n-Problem for Node Replacement Graph Languages. Inf. Comput. 168(2): 95-112 (2001)
2000
10 Konstantin Skodinis: Computing Optimal Linear Layouts of Trees in Linear Time. ESA 2000: 403-414
1999
9EEKonstantin Skodinis: Efficient Analysis of Graphs with Small Minimal Separators. WG 1999: 155-166
1998
8EEFalk Schreiber, Konstantin Skodinis: NP-Completeness of Some Tree-Clustering Problems. Graph Drawing 1998: 288-301
7 Konstantin Skodinis, Egon Wanke: Neighborhood-Preserving Node Replacements. TAGT 1998: 45-58
1997
6 Konstantin Skodinis: The Bounded Tree-Width Problem of Context-Free Graph Languages. WG 1997: 303-317
5 Konstantin Skodinis, Egon Wanke: The Bounded Degree Problem for eNCE Graph Grammars. Inf. Comput. 135(1): 15-35 (1997)
1995
4 Konstantin Skodinis, Egon Wanke: Emptiness Problems of eNCE Graph Languages. J. Comput. Syst. Sci. 51(3): 472-485 (1995)
1994
3 Konstantin Skodinis, Egon Wanke: The Bounded Degree Problem for Non-Obstructing eNCE Graph Grammars. TAGT 1994: 211-224
2 Franz-Josef Brandenburg, Konstantin Skodinis: Graph Automata for Linear Graph Languages. TAGT 1994: 336-350
1 Konstantin Skodinis, Egon Wanke: Exponential Time Analysis of Confluent and Boundary eNCE Graph Languages. WG 1994: 180-192

Coauthor Index

1Franz-Josef Brandenburg [2] [14]
2Falk Schreiber [8]
3Egon Wanke [1] [3] [4] [5] [7] [12]

Colors in the list of coauthors

Copyright © Sun May 17 03:24:02 2009 by Michael Ley (ley@uni-trier.de)