Academic literature on the topic 'Stratégie d’évacuation'
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Journal articles on the topic "Stratégie d’évacuation":
VALADE, G., F. X. LABORNE, J. BANCAREL, E. DAZIN, S. RIGAL, and L. MATHIEU. "Evacuation médicale stratégique pour traumatisme du genou sans fracture associée." Médecine et Armées Volume 48 No. 1, Volume 48, Numéro 1 (October 5, 2022): 35–48. http://dx.doi.org/10.17184/eac.6452.
Benoît, Mougoue, Agofak Clarisse Viviane, and Nya Esther Laurentine. "Gestion des déchets ménagers dans le quartier Mambanda (Douala-Cameroun) : Quelles stratégies durables?" European Scientific Journal ESJ 17, no. 39 (November 30, 2021). http://dx.doi.org/10.19044/esj.2021.v17n39p138.
Dissertations / Theses on the topic "Stratégie d’évacuation":
Haddad, Marcel Adonis. "Nouveaux modèles robustes et probabilistes pour la localisation d'abris dans un contexte de feux de forêt." Electronic Thesis or Diss., Université Paris sciences et lettres, 2020. http://www.theses.fr/2020UPSLD021.
The location of shelters in different areas threatened by wildfires is one of the possible ways to reduce fatalities in acontext of an increasing number of catastrophic and severe forest fires. The problem is basically to locate p sheltersminimizing the maximum distance people will have to cover to reach the closest accessible shelter in case of fire. Thelandscape is divided in zones and is modeled as an edge-weighted graph with vertices corresponding to zones andedges corresponding to direct connections between two adjacent zones. Each scenario corresponds to a fire outbreak ona single zone (i.e., on a vertex) with the main consequence of modifying evacuation paths in two ways. First, an evacuationpath cannot pass through the vertex on fire. Second, the fact that someone close to the fire may have limited choice, ormay not take rational decisions, when selecting a direction to escape is modeled using a new kind of evacuation strategy.This evacuation strategy, called Under Pressure, induces particular evacuation distances which render our model specific.We propose two problems with this model: the Robust p-Center Under Pressure problem and the Probabilistic p-CenterUnder Pressure problem. First we prove hardness results for both problems on relevant classes of graphs for our context.In addition, we propose polynomial exact algorithms on simple classes of graphs and we develop mathematical algorithmsbased on integer linear programming
Book chapters on the topic "Stratégie d’évacuation":
POYAT, C., L. RAYNAUD, M. FRANCHIN, and M. BOUTONNET. "Transport aérien stratégique d’un patient critique." In Médecine et Armées Vol. 46 No.4, 349–58. Editions des archives contemporaines, 2018. http://dx.doi.org/10.17184/eac.7325.
COCQUEMPOT, K., J. BANCAREL, J. P. FREIERMUTH, V. BEYLOT, H. MABIT, G. TURBAN, and S. COSTE. "L’évacuation médicale par voie aérienne." In Médecine et Armées Vol. 45 No.2, 221–30. Editions des archives contemporaines, 2017. http://dx.doi.org/10.17184/eac.7437.
PONTIS, J., C. E. VALLET, C. CAVELL, B. SCHNEIDER, N. ROBIN, C. BARRIER, A. PADILLA, and J. C. MIGOT. "Le transport de blessés dans la Marine nationale." In Médecine et Armées Vol. 46 No.4, 323–30. Editions des archives contemporaines, 2018. http://dx.doi.org/10.17184/eac.7321.