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Publications Récentes
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Hertz, A., Plumettaz, M., and Zufferey, N.
Variable space search for graph coloring (vol 156, pg 2551, 2008).
Discrete Applied Mathematics 157 (2009), 1335-1336.
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Leveque, B., Maffray, F., and Preissmann, M.
Characterizing Path Graphs by Forbidden Induced Subgraphs.
Journal Of Graph Theory 62 (2009), 369-384.
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Hertz, A., and de Werra, D.
A Magnetic Procedure for the Stability Number.
Graphs And Combinatorics 25 (2009), 707-716.
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de Werra, D., Kis, T., and Kubiak, W.
Preemptive open shop scheduling with multiprocessors: polynomial
cases and applications.
Journal Of Scheduling 11 (2008), 75-83.
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Geinoz, A., Ekim, T., and de Werra, D.
Construction of balanced sports schedules using partitions into
subleagues.
Operations Research Letters 36 (2008), 279-282.
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Ekim, T., Mahadev, N. V. R., and de Werra, D.
Polar cographs.
Discrete Applied Mathematics 156 (2008), 1652-1660.
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Costa, M.-C., de Werra, D., Picouleau, C., and Ries, B.
Addendum to bicolored matchings in some classes of graphs.
Graphs and Combinatorics 24, 2 (2008), 127-128.
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Ries, B.
Complexity of mixed graph coloring.
Theoretical Computer Science (2008).
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Furmancyk, H., Kosowski, A., Ries, B., and Zylinski, P.
Mixed Graph Edge Coloring.
Discrete Mathematics (2008).
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Costa, M.-C., de Werra, D., Picouleau, C., and Ries, B.
A tutorial on the use of graphs in discrete tomography.
4OR 6 (2008), 101-123.
Invited Paper.
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Ries, B., and de Werra, D.
On two coloring problems in mixed graphs.
European Journal of Combinatorics 29 (2008), 712-725.
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Costa, M.-C., de Werra, D., Picouleau, C., and Ries, B.
Graph coloring with cardinality constraints on the neighborhoods.
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Bentz, C., Costa, M.-C., de Werra, D., Picouleau, C., and Ries, B.
On a graph coloring problem arising from discrete tomography.
Networks 51, 4 (2008), 256-267.
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de Werra, D., and Hammer, P. L.
Weighted stability number of graphs and weighted satisfiability: the
two facets of pseudo-Boolean optimization.
Annals of Operations Research 149, 1 (2007), 67-73.
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Demange, M., de Werra, D., Monnot, J., and Paschos, V.
Time slot scheduling of compatible jobs.
Journal of Scheduling 10, 2 (2007), 11-127.
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Bentz, C., Costa, M.-C., Picouleau, C., de Werra, D., and Ries, B.
Degree-constrained edge partitioning in graphs arising from discrete
tomography.
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Costa, M.-C., de Werra, D., Picouleau, C., and Ries, B.
Bicolored matchings in some classes of graphs.
Graphs and Combinatorics 23, 1 (2007), 47-60.
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Ries, B.
Coloring some classes of mixed graphs.
Discrete Applied Mathematics 155 (2007), 1-6.
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de Werra, D.
Good and nice colorings of balanced hypergraphs.
Discrete Mathematics 306 (2006), 2630-2636.
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Demange, M., Ekim, T., and de Werra, D.
On the approximation of Min Split-coloring and Min
Cocoloring.
Journal of Graph Algorithms and Applications 10, 2
(2006), 297-315.
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de Werra, D., Ekim, T., and Raess, C.
Construction of sports schedules with multiple venues.
Discrete Applied Mathematics 154 (2006), 47-58.
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Costa, M. C., de Werra, D., and Picouleau, C.
Using graphs for some discrete tomography problems.
Discrete Applied Mathematics 154, 1 (2006), 35-46.
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Bornand-Jaccard, T., Schindl, D., and de Werra, D.
Some simple optimization techniques for self-organized public key
management in mobile ad hoc networks.
Discrete Applied Mathematics 154 (2006), 1223-1235.
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Gribovskaia, I. V., Lee, C. L., Strusevich, V., and de Werra, D.
Three is easy, two is hard: open shop sum-batch scheduling problem
refined.
Operations Research Letters 34 (2006), 459-464.
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Blöchliger, I., and de Werra, D.
Locally Restricted Colorings.
Discrete Applied Mathematics 154 (2006), 158-165.
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de Werra, D., Demange, M., Monnot, J., and Paschos, V. T.
A hypocoloring model for batch scheduling.
Discrete Applied Mathematics 146 (2005), 3-26.
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de Werra, D.
Path colorings in bipartite multigraphs.
European Journal of Oper. Research 164 (2005), 575-584.
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Costa, M. C., de Werra, D., Picouleau, C., and Schindl, D.
A solvable case of image reconstruction in discrete tomography.
Discrete Applied Mathematics 148, 3 (2005), 240-245.
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de Werra, D., and Hansen, P.
Variations on the Roy-Gallai Theorem.
4OR 3 (2005), 245-251.
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Ekim, T., and de Werra, D.
On split-coloring problems.
Journal of Combinatorial Optimization 10, 3 (2005),
211-225.
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Demange, M., Ekim, T., and de Werra, D.
(p,k)-coloring problems in line graphs.
Theoretical Computer Science 349, 3 (2005), 462-474.
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Demange, M., Ekim, T., and de Werra, D.
Partitioning cographs into cliques and stable sets.
Discrete Optimization 2, 2 (2005), 145-153.
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Ekim, T., and Paschos, T. V.
Approximation preserving reductions among set covering and vertex
covering hierarchies via differential approximation ratio.
International Journal of Computer Mathematics 81, 5
(2004), 569-582.
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Blöchliger, I.
Modeling Staff Scheduling Problems. a Tutorial.
European Journal of Operational Research 158 (2004),
533-542.
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Blöchliger, I.
Color-blind Graphs and Suboptimal Colorings.
Electronic Notes in Discrete Mathematics 18 (2004),
37-40.
Extended abstract for the em Latin-American Conference on
Combinatorics, Graphs and Applications (LACGA'04), Santiago, Chile.
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Blöchliger, I., and de Werra, D.
On Some Properties of Suboptimal Colorings of Graphs.
Networks 43(2) (2004), 103-108.
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de Werra, D., and Hansen, P.
Using stable sets to bound the chromatic number.
Information Processing Letters 87 (2003), 127-131.
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de Werra, D.
Variations on the theorem of Birkhoff-von Neumann and extensions.
Graphs and Combinatorics 19 (2003), 263-278.
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de Werra, D.
Partitioning the edge set of a bipartite graph into chain packings:
complexity of some variations.
Linear Algebra and its Applications 268 (2003), 315-327.
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Alexe, G., Hammer, P. L., Lozin, V., and de Werra, D.
Struction revisited.
Discrete Applied Mathematics 132, 1-3 (2003), 27-46.
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de Werra, D., and Kobler, D.
Colorations de graphes: fondements et applications.
RAIRO Operations Research 37 (2003), 29-66.
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de Werra, D., Eisenbeis, C., Lelait, S., and Stöhr, E.
Circular-arc graph coloring: on chords and circuits in the meeting
graph.
European Journal of Oper. Research 136 (2002), 483-500.
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Asratian, A. S., and de Werra, D.
A generalized class-teacher model for timetabling problems.
European Journal of Oper. Research 143 (2002), 531-542.
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Asratian, A. S., and de Werra, D.
Complexity of some special types of timetabling problems.
Journal of Scheduling 5 (2002), 171-183.
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de Werra, D., Hertz, A., Kobler, D., and Mahadev, N. V. R.
Feasible edge colorings of trees with cardinality constraints.
Discrete Mathematics 222, 1-3 (2000), 61-72.
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