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Discrete Mathematics 2003: Vol 272 Index PDF

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. Available online at www.sciencedirect.com tars @ DISCRETE tLyi s SCIENCE DIRECT? MATHEMATICS ELSEVIER Discrete Mathematics 272 (2003) 309-310 www.elsevier.com/locate/disc Author index to volume 272 Ananchuen, N. and M.D. Plummer, Some results related to the toughness of 3-domination critical graphs (1) s- 15 Beineke, L.W. and R.E. Pippert, Multidimensional bipartite trees (1) 17— 26 Bhattacharya, A., On a conjecture of Manickam and Singhi (2-3) 259-261 Bode, J.-P. and H. Harborth, Independence for knights on hexagon and triangle boards (1) 27- 35 BreSar, B. and B. Zmazek, On the independence graph of a graph (2-3) 263-268 Brigham, R.C., see R.D. Dutton (1) 47— 51 Buckley, F., see H.B. Walikar (1) 119-126 Chang, Y. and G. Lo Faro, The existence of directed BIBDs (2-3) 155-169 Chartrand, G., L. Nebesky and P. Zhang, Greedy F-colorings of graphs (1) 37— 46 Chartrand, G., T.W. Haynes, M.A. Henning and P. Zhang, Stratification and domination in graphs (2-3) 171-185 Dutton, R.D., R.C. Brigham and C. Gui, Edge-recognizable domination numbers 47— 51 Edwards, K., Edge decomposition of complete tripartite graphs 269-275 Erdés, P., S.T. Hedetniemi, R.C. Laskar and G.C.E. Prins, On the equality of the partial Grundy and upper ochromatic numbers of graphs 53— 64 Ge, G., J. Wang and R. Wei, MGDD with block size 4 and its application to sampling designs 2-3) 277-283 Gimbel, J. and C. Hartman, Subcolorings and the subchromatic number of a graph 3) 139-154 Gravier, S., C.T. Hoang and F. Maffray, Coloring the hypergraph of maximal cliques of a graph with no long path 285-290 Gui, C., see R.D. Dutton 47— 5l Gupta, S.K., P. Mangal and V. Paliwal, Some work towards the proof of the reconstruction conjecture 291-296 Gyori, E., V. Nikiforov and R.H. Schelp, Nearly bipartite graphs 187-196 Harborth, H., see J.-P. Bode 27- 35 Hartman, C., see J. Gimbel 139-154 Haynes, T.W. and M.A. Henning, Changing and unchanging domination: a classification 65— 79 Haynes, T.W., see G. Chartrand 171-185 Hedetniemi, S.T., see P. Erdés 53— 64 Henning, M.A., see G. Chartrand 171-185 Henning, M.A., see T.W. Haynes 65— 79 Hoang, C.T., see S. Gravier 285-290 Itagi, M.K., see H.B. Walikar 119-126 0012-365X/03/$-see front matter PII: S0012-365X(03)00581-8 310 Author index to volume 272 Jamison, R.E. and P.D. Johnson Jr., The structure of (7, r)-regular graphs of large order = (2-3) _2 97-300 Jamison, R.E., F.R. McMorris and H.M. Mulder, Graphs with only caterpillars as spanning trees (1) 8I-— 95 Jena, G., Finite homogeneous and lattice ordered effect algebras (2-3) 197-214 Johnson Jr., P.D., see R.E. Jamison (2-3) 297-300 Koh, K.M., B.B. Lim and P.J. Slater, H-domination in graphs (1) 97-105 Laskar, R.C., see P. Erdés 53— 64 Lim, B.B., see K.M. Koh (1) 97-105 Lindner, C.C. and C.A. Rodger, A connection between varieties of quasigroups and graph decompositions (2-3) 127-137 q Lo Faro, G., see Y. Chang (2-3) 155-169 Maffray, F., see S. Gravier (2-3) 285-290 Mangal, P., see S.K. Gupta (2-3) 291-296 McKay, B.D., E.M. Palmer, R.C. Read and R.W. Robinson, The asymptotic number of claw-free cubic graphs (1) 107-118 McKee, T.A., Erratum to “Chordal bipartite, strongly chordal, and strongly chordal bipartite graphs” [Discrete Mathematics 260 (2003) 231-238] (2-3) 307-307 McMorris, F.R., see R.E. Jamison (1) 81-— 95 Mulder, H.M., see R.E. Jamison (1) 81-— 95 Nebesky, L., see G. Chartrand (1) 37— 46 Nikiforov, V., see E. Gy6ori (2-3) 187-196 Paliwal, V., see S.K. Gupta (2-3) 291-296 Palmer, E.M., see B.D. McKay (1) 107-118 Pippert, R.E., see L.W. Beineke (1) 17— 26 Plummer, M.D., see N. Ananchuen (1) S15 Prins, G.C.E., see P. Erdés (1) 53-— 64 Read, R.C., see B.D. McKay (1) 107-118 Robinson, R.W., see B.D. McKay (1) 107-118 Rodger, C.A., see C.C. Lindner (2-3) 127-137 Schelp, R.H., see E. Gyori (2-3) 187-196 Slater, P.J., see K.M. Koh (1) 97-105 Walikar, H.B., F. Buckley and M.K. Itagi, Radius-edge-invariant and diameter-edge- invariant graphs (1) 119-126 Wang, J., see G. Ge (2-3) 277-283 Warnaar, S.O., The generalized Borwein conjecture. II. Refined g-trinomial coefficients (2-3) 215-258 Wei, R., see G. Ge (2-3) 277-283 West, D.B., Research problems (2-3) 301-306 Zhang, P., see G. Chartrand (1) 37— 46 Zhang, P., see G. Chartrand (2-3) 171-185 Zmazek, B., see B. Bresar (2-3) 263-268

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