Download Aiding Decisions with Multiple Criteria: Essays in Honor of by Jacques Lesourne (auth.), Denis Bouyssou, Eric PDF

By Jacques Lesourne (auth.), Denis Bouyssou, Eric Jacquet-Lagrèze, Patrice Perny, Roman Słowiński, Daniel Vanderpooten, Philippe Vincke (eds.)

Aiding judgements With a number of standards: Essays in Honor of BernardRoy is prepared round huge subject matters:

  • Graph concept with path-breaking contributions at the concept of flows in networks and undertaking scheduling,
  • a number of standards selection supporting with the discovery of the relations of ELECTRE tools and methodological contribution to decision-aiding which bring about the construction of Multi-Criteria determination research (MCDA). Professor Bernard Roy has had huge effect at the improvement of those vast components. £/LIST£ half one comprises papers by means of Jacques Lesourne, and Dominique de Werra & Pierre Hansen regarding the early occupation of Bernard Roy while he constructed many new concepts and ideas in Graph concept with the intention to take care of advanced real-world difficulties. half of the e-book is dedicated to Philosophy and Epistemology of Decision-Aiding with contributions from Valerie Belton & Jacques Pictet and Jean-Luis Genard & Marc Pirlot. half 3 comprises contributions in keeping with idea and method of Multi-Criteria Decision-Aiding in response to a common framework for conjoint size that enables intrasitive personal tastes. Denis Bouyssou & Marc Pirlot; Alexis Tsouki� s, Patrice Perny & Philippe Vincke; Luis Dias & João Clímaco; Daniel Vanderpooten; Michael Doumpos & Constantin Zopounidis; and Marc Roubens supply a substantial variety of examinations of this element of MCDA. half 4 is dedicated to Perference Modeling with contributions from Peter Fishburn; Salvatore Greco, Benedetto Matarazzo & Roman Slowinski; Salem Benferhat, Didier Dubois & Henri Prade; Oscar Franzese & Mark McCord; Bertrand Munier; and Raymond Bisdorff. half 5 teams purposes of Multi-Criteria Decision-Aiding, and Carlos Henggeler Antunes, Carla Oliveira & João Clímaco; Carlos Bana e Costa, Manuel da Costa-Lobo, Isabel Ramos & Jean-Claude Vansnick; Yannis Siskos & Evangelos Grigoroudis; Jean-Pierre Brans, Pierre Kunsch & Bertrand Mareschal supply a wide selection of software difficulties. ultimately, half six comprises contributions on Multi-Objective Mathematical Programming from Jacques Teghem, Walter Habenicht and Pekka Korhonen.
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    Tl . L = t. A further extension to the maximum capacity path can be made by starting from a matrix C = (Chk) where Chk is the capacity of arc (Xh' Xk) if it exists and 0 otherwise. The capacity of a path is defined as the smallest capacity of its arcs. 7i is defined by Ti . C = (Chk) with Chk:= max (chk,min(chi,Cik))' A similar formula gives the maximum reliability path by starting from R = (rhk) where rhk is the reliability of arc (Xh' Xk) if it exists and 0 otherwise. The reliability of a path is defined as the product of the reliabilities of its arcs.

    42 AIDING DECISIONS WITH MULTIPLE CRITERIA Roy, B. (1959a). Contribution de la theorie des graphes al'etude de certains problemes lineaires. C. R. Acad. Sci. Paris 248:2437-2439. Roy, B. (1959b). Transitivite et connexite. C. R. Acad. Sci. Paris 249:216-218. Roy, B. (1962). Cheminement et connexite dans les graphes: application aux problemes d'ordonnancement. METRA Serie Speciale No 1 (Mai 1962). Roy, B. (1967). Nombre chromatique et plus long chemins d'un graphe. Rev. Info. et Rech. Oper 5:129-132.

    Shortest-path algorithms: taxonomy and annotation. Networks 14:275-323. Fajtlowicz, S. (1988). On conjectures of Graffiti. Disc. Math. 72:113-118. Fajtlowicz, S. (1999). Written on the wall. Version 9-1999. D. (1967). The cascade algorithm for finding all shortest distances in a directed graph. Manag. Sci. 14:19-28. Floyd, RW. (1962). Algorithm 97: shortest path. Communications of the ACM 5:345. Gale, D. (1959). 00 Gallai, T. (1958). Maximum-minimum Siitze tiber Graphen. Acta Math. Acad. Sci. Hungar.

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