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Nous determinons toutes les surfaces de del Pezzo logarithmiques quasi-lisses dans les espaces projectifs a poids de dimension 3, qui sont plongees par leur morphisme anticanonique. Beaucoup de ces surfaces admettent une metrique de Kahler-Einstein, et la plupart de celles-ci n'ont pas de tigres.

Kähler-Einstein metrics on log del Pezzo surfaces in weighted projective 3-spaces