Biology:Osmiini
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Short description: Tribe of bees
| Osmiini | |
|---|---|
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| Ashmeadiella xenomastax | |
Scientific classification 
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| Domain: | Eukaryota |
| Kingdom: | Animalia |
| Phylum: | Arthropoda |
| Class: | Insecta |
| Order: | Hymenoptera |
| Family: | Megachilidae |
| Subfamily: | Megachilinae |
| Tribe: | Osmiini |
Osmiini is a tribe of leafcutter, mason, and resin bees in the family Megachilidae. There are about 19 genera and at least 1,000 described species in Osmiini.[1][2][3]
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Genera
- Afroheriades Peters, 1970
- Ashmeadiella Cockerell, 1897
- Atoposmia Cockerell, 1935
- Chelostoma Latreille, 1809
- Haetosmia Popov, 1952
- Heriades Spinola, 1808
- Hofferia Tkalcu, 1984
- Hoplitis Klug, 1807
- Hoplosmia Thomson, 1872
- Noteriades Cockerell, 1931
- Ochreriades Mavromoustakis, 1956
- Osmia Panzer, 1806 (mason bees)
- Othinosmia Michener, 1943
- Protosmia Ducke, 1900
- Pseudoheriades Peters, 1970
- Stenoheriades Tkalcu, 1984
- Stenosmia Michener, 1941
- Wainia Tkalcu, 1980
- Xeroheriades Griswold, 1986
References
Further reading
- Arnett, Ross H. (2000). American Insects: A Handbook of the Insects of America North of Mexico. CRC Press.. ISBN 978-0-8493-0212-1.
- Michener, Charles D. (2000). "80. Tribe Osmiini". The Bees of the World. Johns Hopkins University Press. pp. 431–473. ISBN 978-0-8018-6133-8. https://books.google.com/books?id=bu_1gmY13FIC&pg=PA431.
- Michener, Charles D. (2007). The Bees of the World (2nd ed.). Johns Hopkins University Press. pp. xvi + 953. ISBN 978-0-8018-8573-0.
- Sharkey, M.J. (2007). "Phylogeny and Classification of Hymenoptera". Zootaxa 1668 (1): 521–548. doi:10.11646/zootaxa.1668.1.25.
- Hinojosa-Díaz, I (2008). "The giant resin bee making its way west: First record in Kansas (Hymenoptera: Megachilidae)". ZooKeys (1): 67–71. doi:10.3897/zookeys.1.17.
- Sharkey, M.J.; Carpenter, J.M.; Vilhelmsen, L. (2012). "Phylogenetic relationships among superfamilies of Hymenoptera". Cladistics 28 (1): 80–112. doi:10.1111/j.1096-0031.2011.00366.x. PMID 34861753.
Wikidata ☰ Q1947126 entry
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