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Nous établissons une version de la conjecture de Manin pour le plan projectif éclaté en trois points alignés, le corps de base étant un corps global de caractéristique positive.
Nous déduisons de la formule du conducteur, conjecturée par S. Bloch, celle de P. Deligne
exprimant, dans le cas d'une singularité isolée, la dimension totale des cycles
évanescents en fonction du nombre de Milnor. En particulier, la formule de Deligne est
établie en dimension relative un; en appendice, on généralise cet énoncé au cas d'un lieu
singulier propre.
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