Table Of Content

Available online at www.sciencedirect.com ecience @oinecr: DISCRETE Ee APPLIED 6 Nee MATHEMATICS tat Fg ae ie ELSEVIER Discrete Applied Mathematics 150 (2005) 280-281 www.elsevier.com/locate/dam Author index to volume 150 Bonizzoni, P., C. De Felice, G. Mauri and R. Zizza, On the power of circular splicing (1-3) 51-66 Cechlarova, K., Eigenvectors of interval matrices over max—plus algebra (1-3) 2-15 Chekuri, C., A. Gupta and A. Kumar, On a bidirected relaxation for the MULTIWAY CUT problem (1-3) 67-79 Chia, G.L. and S.-H. Ong, Generalized knight’s tours on rectangular chessboards (1-3) 80-98 Cicerone, S., G. Di Stefano and D. Handke, Self-spanner graphs (1-3) 99-120 Corneil, D.G., see N. Przulj (1-3) 216-231 De Felice, C., see P. Bonizzoni (1-3) 51-66 Dell’Olmo, P., P. Hansen, S. Pallottino and G. Storchi, On uniform 4-partition problems (1-3) 121-139 Di Stefano, G., see S. Cicerone (1-3) 99-120 Dosa, G., see Y. He (1-3) 140-159 Gupta, A., see C. Chekuri (1-3) 67-79 Gutin, G., N. Jones, A. Rafiey, S. Severini and A. Yeo, Mediated digraphs and quantum nonlocality (1-3) 41-50 Handke, D., see S. Cicerone (1-3) 99-120 Hansen, P., see P. Dell’?Olmo (1-3) 121-139 He, Y. and G. Dosa, Semi-online scheduling jobs with tightly-grouped processing times on three identical machines (1-3) 140-159 Jones, N., see G. Gutin (1-3) 41—5S0 Kumar, A., see C. Chekuri 67-79 Leoni, V. and G. Nasini, Note on: N.E. Aguilera, M.S. Escalante, G.L. Nasini, “The disjunctive procedure and blocker duality” 3) 251-255 Liu, W.-A., Q.-M. Zhang and Z.-K. Nie, Searching for a counterfeit coin with two unreliable weighings 160-181 Mauri, G., see P. Bonizzoni 2 51-66 Nasini, G., see V. Leoni -3) 251-255 Nie, Z.-K., see W.-A. Liu -: 160-181 Nikolopoulos, $.D. and L. Palios, Efficient parallel recognition of cographs —3) 182-215 Ong, S.-H., see G.L. Chia —: 80-98 Palios, L., see S.D. Nikolopoulos —: 182-215 Pallottino, S., see P. Dell’Olmo —3) 121-139 Plavka, J., 7-Parametric eigenproblem in max-algebra : 16-28 Przulj, N. and D.G. Corneil, 2-Tree probe interval graphs have a large obstruction set —3) 216-231 doi:10.1016/S0166-218X(05)00196-4 Author index to volume 150 / Discrete Applied Mathematics 150 (2005) 280-281 281 Rada, J. and C. Uzcategui, Randi¢ ordering of chemical trees (1-3) 232-250 Rafiey, A., see G. Gutin (1-3) 41—50 Repovs, D., A. Skopenkov and F. Spaggiari, An infinite sequence of non-realizable weavings (1-3) 256-260 Severini, S., see G. Gutin (1-3) 41-50 Skopenkov, A., see D. Repovs (1-3) 256-260 Spaggiari, F., see D. Repovs (1-3) 256-260 Storchi, G., see P. Dell’?Olmo (1-3) 121-139 Truffet, L. and E. Wagneur, Monotonicity and positive invariance ofl inear systems over dioids (1-3) 29-39 Uzcategui, C., see J. Rada (1-3) 232-250 Volkmann, L. and B. Zelinka, Signed domatic number of a graph (1-3) 261-267 Wagneur, E., see L. Truffet (1-3) 29-39 Yeo, A., see G. Gutin (1-3) 41-50 Zelinka, B., see L. Volkmann (1-3) 261-267 Zhang, Q.-M., see W.-A. Liu (1-3) 160-181 Zizza, R., see P. Bonizzoni (1-3) 51—66