Vous \u00eates invit\u00e9s \u00e0 un repas qui suivra le s\u00e9minaire, dans la petite salle du restaurant. Pour des raisons logistiques, veuillez renseigner le lien suivant pour indiquer votre pr\u00e9sence au d\u00e9jeuner (au plus tard le 13\/10\/15 avant 16h): http:\/\/form.jotformeu.com\/form\/52842494221353<\/p>\n
Venez nombreux !<\/p>\n
J\u00e9r\u00e9mie<\/p>\n
R\u00e9sum\u00e9:<\/strong><\/p>\n Standard assumptions in the theory of routing games are that costs are additive over links and that there is flow conservation. The assumptions typically hold when the costs represent delays. We introduce here a routing game where losses occur on links in a way that may depend on the congestion. In that case both assumptions fail. We study a load balancing network and identify a Kameda type paradox in which by adding capacity, all players suffer larger loss rates.<\/p>\n","protected":false},"excerpt":{"rendered":" Vous \u00eates invit\u00e9s \u00e0 un repas qui suivra le s\u00e9minaire, dans la petite salle du restaurant. Pour des raisons logistiques, veuillez renseigner le lien suivant pour indiquer votre pr\u00e9sence au d\u00e9jeuner (au plus tard le 13\/10\/15 avant 16h): http:\/\/form.jotformeu.com\/form\/52842494221353 Venez nombreux ! J\u00e9r\u00e9mie R\u00e9sum\u00e9: Standard assumptions in the theory of routing games are that costs 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