Fazia is a genus of hoverflies, formerly treated as a subgenus of Allograpta (e.g., [1]), but now treated as a genus, though not monophyletic as presently defined.[2]
| Fazia | |
|---|---|
| |
| Female Fazia micrura | |
Scientific classification 
| |
| Domain: | Eukaryota |
| Kingdom: | Animalia |
| Phylum: | Arthropoda |
| Class: | Insecta |
| Order: | Diptera |
| Family: | Syrphidae |
| Subfamily: | Syrphinae |
| Tribe: | Syrphini |
| Genus: | Fazia Shannon, 1927 |
| Type species | |
| Fazia bullaephora Shannon, 1927 (= decemmaculata Rondani, 1863)
| |
| Synonyms | |
| |
Species
edit- Fazia alta (Curran, 1936)
- Fazia altissima (Fluke, 1942)
- Fazia argentipila (Fluke, 1942)
- Fazia centropogonis (Nishida, 2002)
- Fazia colombia (Curran, 1925)
- Fazia decemmaculata (Rondani, 1863)
- Fazia eupeltata (Bigot, 1884)
- Fazia fasciata (Curran, 1932)
- Fazia fascifrons (Macquart, 1846)
- Fazia flukei (Curran, 1936)
- Fazia funeralia (Hull, 1944)
- Fazia hians (Enderlein, 1938)
- Fazia imitator (Curran, 1925)
- Fazia luna (Fluke, 1942)
- Fazia macquarti (Blanchard, 1852)
- Fazia micrura (Osten Sacken, 1877)
- Fazia mu (Bigot, 1884)
- Fazia nasigera Enderlein, 1938
- Fazia plaumanni (Frey, 1946)
- Fazia remigis (Fluke, 1942)
- Fazia roburoris (Fluke, 1942)
- Fazia rostrata (Bigot, 1884)
- Fazia saussurii (Giglio-Tos, 1892)
- Fazia similis (Curran, 1925)
- Fazia strigifacies Enderlein, 1938
- Fazia syrphica (Giglio-Tos, 1892)
- Fazia willistoni (Giglio-Tos, 1893)
References
edit- ^ Ximo Mengual; Carlos Ruiz; Santos Rojo; Gunilla Ståls; Frederic Christian Thompson (2009). "A conspectus of the flower fly genus Allograpta (Diptera: Syrphidae) with description of a new subgenus and species" (PDF). Zootaxa. 2214: 1–28. Retrieved 2011-02-11.
- ^ Ximo Mengual, Gunilla Ståhls & Jeffrey H. Skevington (2021) Life on an island: the phylogenetic placement of Loveridgeana and Afrotropical Sphaerophoria (Diptera: Syrphidae) inferred from molecular characters, Systematics and Biodiversity, 19:1, 22-53, DOI: 10.1080/14772000.2020.1795743