By Dr. R. von Randow (auth.), Dr. R. von Randow (eds.)
The fields of integer programming and combinatorial optimization remain parts of significant power, with an ever expanding variety of courses and journals showing. A categorised bibliography therefore remains to be useful and helpful at the present time, much more so than it did while the undertaking, of which this is often the 5th quantity, was once begun in 1970 within the Institut fur Okonometrie und Operations learn of the collage of Bonn. The pioneering first quantity used to be compiled through Claus Kastning in the course of the years 1970 - 1975 and seemed in 1976 as quantity 128 of the sequence Lecture Notes in Economics and Mathematical structures released by way of the Springer Verlag. paintings at the venture was once endured by way of Dirk Hausmann, Reinhardt Euler, and Rabe von Randow, and led to the e-book of the second one, 3rd, and fourth volumes in 1978, 1982, and 1985 (Volumes one hundred sixty, 197, and 243 of the above series). the current publication constitutes the 5th quantity of the bibliography and covers the interval from autumn 1984 to the tip of 1987. It comprises 5864 new courses via 4480 authors and was once compiled by means of Rabe von Randow. Its shape is virtually just like that of the 1st 4 volumes, a few additions having been made to the topic list.
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Additional info for Integer Programming and Related Areas: A Classified Bibliography 1984–1987, Compiled at the Institut für Ökonometrie und Operations Research, University of Bonn
Sample text
Discrete Mathematics 66, 203-208. (1987). ; Fouquet, J. ; Jolivet, J. ; Riviere, M. On a special face colouring of cubic graphs. Ars Combinatoria 24, 67-76. (1987). Bouchitte, V. Chordal bipartite graphs and crowns. Order 2, 119-122. (1985). ; Habib, M. Some NP-completeness properties about linear extensions. Rapport de Recherche 11. Brest: Univ. de Bretagne Occidentale, 14 p. (1986). ; Jegou, R. On the greedy dimension of a partial order. Order 1, 219-224. (1985). -M. Integral and fractional node packings, and pseudo-Boolean programming.
Node-weighted graphs having the Konig-Egervary property. Mathematical Programming Study 22, 44-63. (1984). Bovet, J. Une amelioration de la methode de Dijkstra pour la recherche d'un plus court chemin dans un reseau. Discrete Applied Mathematics 13,93-96. (1986). Boxma, O. J. A probabilistic analysis of the LPT scheduling rule. In: E. ): Performance '84 (Paris 1984),475-490. Amsterdam, New York: North-Holland. (1985). Boxma, O. ; Forst, F. G. Minimizing the expected weighted number of tardy jobs in stochastic flow shops.
Pulleyblank, W. ; Cornuejols, G. Travel - an interactive travelling salesman problem package for the IBM-personal computer. Operations Research Letters 6, 141-144. (1987). Bracho, R. L. Le nombre achromatique d'une etoile. Ars Combinatoria 18, 187-194. (1984). Brameller, A. Sparsity in transportation problems. In: D. ): Sparsity and its applicatins, 229-242. (Meeting Loughborough, England, 1983). Cambridge: Cambridge Univ. Press. (1984). Brandeau, M. ; Chiu, S. ; Batta, R. Locating the 2-median of a tree network with continuous link demands.