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American Journal of Mathematical and Management Sciences Volume 12, 1992 - Issue 1: Location Modeling in Practice: Applications, Theory, & History
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Original Articles

The Optimal Location of Steam Generators in Large Heavy Oil Fields

K.E. RosingEconomisch Geografisch Instituut Erasmus Universiteit Rotterdam NL-3000 DR Rotterdam, Neth.;Department of Geography, University of Manitoba
Pages 19-42 | Published online: 14 Aug 2013

Citations (11)

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H.A. Eiselt. (1992) Location Modeling in Practice. American Journal of Mathematical and Management Sciences 12:1, pages 3-18.
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Articles from other publishers (10)

Chandra Ade Irawan, Said Salhi, Martino Luis & Nader Azizi. (2017) The continuous single source location problem with capacity and zone-dependent fixed cost: Models and solution approaches. European Journal of Operational Research 263:1, pages 94-107.
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L Kazakovtsev & A Stupina. (2015) Deterministic algorithm with agglomerative heuristic for location problems. IOP Conference Series: Materials Science and Engineering 94, pages 012016.
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Martino Luis, Said Salhi & Gábor Nagy. (2015) A Constructive Method and a Guided Hybrid GRASP for the Capacitated Multi-Source Weber Problem in the Presence of Fixed Cost. Journal of Algorithms & Computational Technology 9:2, pages 215-232.
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S.M.H. Manzour-al-Ajdad, S.A. Torabi & K. Eshghi. (2012) Single-Source Capacitated Multi-Facility Weber Problem—An iterative two phase heuristic algorithm. Computers & Operations Research 39:7, pages 1465-1476.
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Martino Luis, Said Salhi & Gábor Nagy. (2011) A guided reactive GRASP for the capacitated multi-source Weber problem. Computers & Operations Research 38:7, pages 1014-1024.
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Martino Luis, Said Salhi & Gábor Nagy. (2009) Region-rejection based heuristics for the capacitated multi-source Weber problem. Computers & Operations Research 36:6, pages 2007-2017.
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Andreas Klose & Andreas Drexl. (2005) Facility location models for distribution system design. European Journal of Operational Research 162:1, pages 4-29.
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R. R. Vemuganti. 1999. Handbook of Combinatorial Optimization. Handbook of Combinatorial Optimization 573 746 .
Kenneth E. Rosing & Britton Harris. (1992) Algorithmic and technical improvements: Optimal solutions to the (Generalized) Multi-Weber Problem. Papers in Regional Science 71:3, pages 331-352.
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K.E. Rosing. (1992) An optimal method for solving the (generalized) multi-Weber problem. European Journal of Operational Research 58:3, pages 414-426.
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