default search action
Discrete Mathematics, Volume 285
Volume 285, Number 1-3, August 2004
- Vladimir E. Alekseev, Dmitry V. Korobitsyn, Vadim V. Lozin:
Boundary classes of graphs for the dominating set problem. 1-6 - Therese Biedl, Erik D. Demaine, Christian A. Duncan, Rudolf Fleischer, Stephen G. Kobourov:
Tight bounds on maximal and maximum matchings. 7-15 - Béla Bollobás, Vladimir Nikiforov:
Hermitian matrices and graphs: singular values and discrepancy. 17-32 - Jason I. Brown, Carl A. Hickman, Richard J. Nowakowski:
The k-fractal of a simplicial complex. 33-45 - Xiang'en Chen:
On the largest eigenvalues of trees. 47-55 - Kinkar Chandra Das:
Maximizing the sum of the squares of the degrees of a graph. 57-66 - Tomislav Doslic, Dragutin Svrtan, Darko Veljan:
Enumerative aspects of secondary structures. 67-82 - Luisa Gargano, Mikael Hammar, Pavol Hell, Ladislav Stacho, Ugo Vaccaro:
Spanning spiders and light-splitting switches. 83-95 - Gennian Ge, Alan C. H. Ling:
Group divisible designs with block size four and group type gum1 for small g. 97-120 - Mike J. Grannell, Vladimir P. Korzhik:
Nonorientable biembeddings of Steiner triple systems. 121-126 - Toru Hasunuma, Yosuke Kikuchi, Takeshi Mori, Yukio Shibata:
On the number of cycles in generalized Kautz digraphs. 127-140 - Fred B. Holt:
Blending simple polytopes at faces. 141-150 - Max I. Kanovich:
Finding direct partition bijections by two-directional rewriting techniques. 151-166 - Manoel Lemos:
Elements belonging to triads in 3-connected matroids. 167-181 - Mirko Lepovic:
On integral graphs which belong to the class alphaKa cup betaKb, b. 183-190 - Dan Levy:
Injectivity and surjectivity of Collatz functions. 191-199 - Eunice Gogo Mphako:
H-lifts of tangential k-blocks. 201-210 - Atsuhiro Nakamoto, Seiya Negami, Katsuhiro Ota:
Chromatic numbers and cycle parities of quadrangulations on nonorientable closed surfaces. 211-218 - M. I. Ostrovskii:
Minimal congestion trees. 219-226 - Christian Peters, Lutz Volkmann:
Vertex 6-pancyclic in-tournaments. 227-238 - Norbert Polat:
Fixed finite subgraph theorems in infinite weakly modular graphs. 239-256 - Matej Stehlík:
A generalisation of matching and colouring. 257-265 - Lutz Volkmann, Stefan Winzen:
Almost regular multipartite tournaments containing a Hamiltonian path through a given arc. 267-278 - Liming Xiong, Hajo Broersma, Xueliang Li, Mingchu Li:
The hamiltonian index of a graph and its branch-bonds. 279-288 - Paul Thomas Young:
Degenerate and n-adic versions of Kummer's congruences for values of Bernoulli polynomials. 289-296 - Robert E. L. Aldred, Carsten Thomassen:
Graphs with not all possible path-kernels. 297-300 - Abraham Flaxman:
A sharp threshold for a random constraint satisfaction problem. 301-305 - Tatsuya Fujisaki:
A construction of amorphous association scheme from a pseudo-cyclic association scheme. 307-311 - Hortensia Galeana-Sánchez, Rocío Rojas-Monroy:
On monochromatic paths and monochromatic 4-cycles in edge coloured bipartite tournaments. 313-318 - Pavol Hell, Juan José Montellano-Ballesteros:
Polychromatic cliques. 319-322 - Marcel Herzog, Gil Kaplan, Arieh Lev:
Representation of permutations as products of two cycles. 323-327 - Juha Honkala, Michel Rigo:
Decidability questions related to abstract numeration systems. 329-333 - Daphne Der-Fen Liu:
Circular chromatic number for iterated Mycielski graphs. 335-340 - Haicheng Ma, Haizhen Ren:
sigma-polynomials. 341-344 - Nicolas Sendrier:
Linear codes with complementary duals meet the Gilbert-Varshamov bound. 345-347 - John M. Talbot:
A new Bollobás-type inequality and applications to t-intersecting families of sets. 349-353 - Ioan Tomescu:
Sunflower hypergraphs are chromatically unique. 355-357 - Lutz Volkmann:
Hamiltonian paths containing a given arc, in almost regular bipartite tournaments. 359-364
manage site settings
To protect your privacy, all features that rely on external API calls from your browser are turned off by default. You need to opt-in for them to become active. All settings here will be stored as cookies with your web browser. For more information see our F.A.Q.