Les Silphinae forment une sous-famille d'insectes de l'ordre des coléoptères et de la famille des silphidés.
Silphinae
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ci-après](data:image/png;base64,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Necrodes littoralis - Muséum de Toulouse
Sous-famille
Silphinae
Cette sous-famille a été décrite par l'entomologiste français Pierre-André Latreille en 1806.
- Necrodisidae Gistel, 1848
La sous-famille est subdivisée en deux tribus :
- Silphini Latreille, 1807
Ablattaria Reitter, 1884
Aclypea Reitter, 1884
Dendroxena Motschulsky, 1858
Heterosilpha
Heterotemna Wollaston, 1864
Necrophila
Oiceoptoma Leach, 1815
Oxelytrum Gistel, 1848
Phosphuga Leach, 1817
Ptomaphila Kirby & Spence, 1828
Silpha Linnaeus, 1758
Thanatophilus Leach, 1815
Genres éteints