WoRMS taxon details
Endemoconus Iredale, 1931
AphiaID: 430148
AphiaID: 430148
| Classification: Biota > Animalia (Kingdom) > Mollusca (Phylum) > Gastropoda (Class) > Caenogastropoda (Subclass) > Neogastropoda (Order) > Conoidea (Superfamily) > Conidae (Family) |
| Status | accepted | ||||||||||||||||
| Record status | Checked by Taxonomic Editor | ||||||||||||||||
| Rank | Genus | ||||||||||||||||
| Typetaxon | Conus howelli Iredale, 1929 (type by original designation) | ||||||||||||||||
| Parent | Conidae Fleming, 1822 | ||||||||||||||||
| Synonymised taxa |
Kermasprella Powell, 1958 Mamiconus Cotton & Godfrey, 1932 | ||||||||||||||||
| Sources |
status source: Tucker J.K. & Tenorio M.J. (2009) Systematic classification of Recent and fossil conoidean gastropods. Hackenheim: Conchbooks. 296 pp. [details] | ||||||||||||||||
| Direct child taxa [show all] | Species Endemoconus bonfigliolii Bozzetti, 2010 represented as Conus bonfigliolii (Bozzetti, 2010) (alternate representation) Species Endemoconus howelli (Iredale, 1929) represented as Conus howelli Iredale, 1929 (alternate representation) Species Endemoconus lozeti (Richard, 1980) represented as Conus lozeti Richard, 1980 (alternate representation) Species Endemoconus raoulensis (Powell, 1958) represented as Conus raoulensis Powell, 1958 (alternate representation) Species Endemoconus sculletti (Marsh, 1962) represented as Conus sculletti Marsh, 1962 (alternate representation) Species Endemoconus nadaensis Azuma & Toki, 1970 accepted as Conus articulatus Sowerby II, 1873 Species Endemoconus otohimeae (Kuroda & Itô, 1961) accepted as Conus otohimeae Kuroda & Itô, 1961 | ||||||||||||||||
| LSID | urn:lsid:marinespecies.org:taxname:430148 | ||||||||||||||||
| Taxonomic Edit history |
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[Taxonomic tree] [Distribution map] [Google] [Google scholar] [Google images] | |||||||||||||||||
| Citation: Bouchet, P. (2013). Endemoconus Iredale, 1931. Accessed through: World Register of Marine Species at http://www.marinespecies.org/aphia.php?p=taxdetails&id=430148 on 2013-05-24 | |||||||||||||||||
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