Dasysyrphus: Difference between revisions
Content deleted Content added
No edit summary |
No edit summary Tags: Reverted Mobile edit Mobile web edit |
||
| Line 49: | Line 49: | ||
[[Category:Hoverfly genera]] |
[[Category:Hoverfly genera]] |
||
[[Category:Taxa named by Günther Enderlein]] |
[[Category:Taxa named by Günther Enderlein]] |
||
[[Category:Pollinators]] |
|||
{{Syrphidae-stub}} |
{{Syrphidae-stub}} |
||
Revision as of 11:35, 8 December 2020
| Dasysyrphus | |
|---|---|
| |
| Dasysyrphus albostriatus female | |
| Scientific classification | |
| Kingdom: | |
| Phylum: | |
| Class: | |
| Order: | |
| Family: | |
| Subfamily: | |
| Tribe: | |
| Genus: | Dasysyrphus Enderlein, 1938
|
| Synonyms | |
| |
Dasysyrphus is a genus of hoverflies.[1]
Species
- D. albostriatus (Fallén, 1817)
- D. amalopis (Osten Sacken, 1875)
- D. bilineatus (Matsumura, 1917)
- D. corsicanus (Becker, 1921)
- D. creper (Snow, 1895)
- D. eggeri (Schiner, 1862)
- D. friuliensis (van der Goot, 1960)
- D. hilaris (Zetterstedt, 1843)
- D. intrudens (Osten Sacken, 1877)
- D. lapidosus Barkalov, 1990
- D. lenensis Bagatshanova, 1980
- D. limatus (Hine, 1922)
- D. lotus (Williston, 1887)
- D. nigricornis (Verrall, 1873)
- D. osburni (Curran, 1925)
- D. pauxillus (Williston, 1887)[2][3]
- D. pinastri (De Geer, 1776)
- D. postclaviger (Stys & Moucha, 1962)
- D. reflectipennis (Curran, 1921)
- D. tricinctus (Fallén, 1817)
- D. venustus (Meigen, 1822)
 |
References
- ^ Stubbs, Alan E.; Falk, Steven J. (1983). British Hoverflies: An Illustrated Identification Guide. British Entomological & Natural History Society. pp. 253, xvpp.
- ^ Rabarts, Ian W. (18 Feb 2011). "Dasysyrphus pauxillus (Williston) (Diptera, Syrphidae) new to Britain in Breckland". Dipterists Digest. Second Series. 17 (2). Dipterists Forum: 157–161.
- ^ Parker, Mick (2013). "An additional British site for Dasysyrphus pauxillus (Williston) (Diptera, Syrphidae)". Dipterists Digest. Second Series. 20 (2). Dipterists Forum: 119.
 | This hoverfly article is a stub. You can help Wikipedia by expanding it. |